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1. <?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8605957213465403284</id><updated>2024-03-06T09:01:41.451+07:00</updated><category term="beasiswa ke luar negeri"/><category term="tentang blogger"/><category term="cara dan tips-tips"/><category term="Biologi kelas 10 SMA"/><category term="TIK"/><category term="pengetehuan umum"/><category term="kumpulan cerita lucu"/><category term="kumpulan cerpen"/><category term="Fisika kelas 11 SMA"/><category term="Jerman kelas 11 SMA"/><category term="kata-kata mutiara"/><category term="peduli lingkungan"/><category term="Biologi kelas 11 SMA"/><category term="cerita motivasi"/><category term="hal-hal unik"/><category term="kumpulan puisi"/><category term="zona download game"/><title type='text'>blog anak sma</title><subtitle type='html'>yang penting disini kita sama-sama belajar ^_^</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default?start-index=26&amp;max-results=25'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>66</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-143277858594501151</id><published>2012-05-13T11:03:00.000+07:00</published><updated>2012-05-13T11:08:25.946+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Fisika kelas 11 SMA"/><title type='text'>rangkuman materi fisika kelas 11</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
2. semoga berguna buat kita !<br />
3. <br />
4. <span style="font-family: georgia; font-size: 100%; font-weight: bold;"><span style="font-size: 12pt;">USAHA DAN ENERGI</span></span>
5. <br />
6. <br />
7. <span style="font-family: georgia; font-size: 100%;"><span style="font-size: 12pt;"></span></span><span style="font-family: georgia; font-size: 100%;"><span style="font-size: 12pt;">Energy Kinetik  Rotasi</span></span><br />
8. <div class="MsoNormal" style="font-family: georgia; margin-left: 36pt;">
9. <span style="font-size: 100%;"><span style="font-size: 12pt;">Sebuah
10. benda yang bergerak rotasi  memiliki energy kinetic karena
11. partikel-partikelnya bergerak terus  walaupun secara keseluruhan benda
12. tersebut tetap di tempatnya (tidak  bergerak translasi).</span></span></div>
13. <div class="MsoNormal" style="font-family: georgia; margin-left: 36pt;">
14. <span style="font-size: 100%;"><span style="font-size: 12pt;">Energy kinetic  sebuah partikel dalam benda adalah : E<sub>k</sub> = </span><span style="font-size: 12pt;">½</span><span style="font-size: 12pt;"> m v<sup>2</sup>  = </span><span style="font-size: 12pt;">½</span><span style="font-size: 12pt;"> m </span><span style="font-size: 12pt;">ω</span><sup><span style="font-size: 12pt;">2</span></sup><span style="font-size: 12pt;"> r<sup>2</sup></span></span></div>
15. <div class="MsoNormal" style="font-family: georgia; margin-left: 36pt;">
16. <span style="font-size: 100%;"><span style="font-size: 12pt;">Maka energy  kinetic seluruh partikel benda, atau energy kinetic rotasi benda adalah :  E<sub>k</sub> = </span><span style="font-size: 12pt;">Σ</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">½</span><span style="font-size: 12pt;"> m v<sup>2</sup> = </span><span style="font-size: 12pt;">½</span><span style="font-size: 12pt;"> (</span><span style="font-size: 12pt;">Σ</span><span style="font-size: 12pt;">m r<sup>2</sup>)  </span><span style="font-size: 12pt;">ω</span><sup><span style="font-size: 12pt;">2 </span></sup><span style="font-size: 12pt;">  atau </span><span style="color: #00b050; font-size: 16pt;">E<sub>k</sub>  = </span><span style="color: #00b050; font-size: 16pt;">½</span><span style="color: #00b050; font-size: 16pt;"> I </span><span style="color: #00b050; font-size: 16pt;">ω</span><sup><span style="color: #00b050; font-size: 16pt;">2</span></sup><span style="font-size: 12pt;"></span></span></div>
17. <div class="ListParagraph" style="font-family: georgia; text-indent: -36pt;">
18. <span style="font-size: 100%;"><span style="font-size: 12pt;">2.1.1.<span style="font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">        </span></span><span style="font-size: 12pt;">Kombinasi  Gerak Translasi dan Gerak Rotasi</span></span><br />
19. <a name='more'></a></div>
20. <div class="MsoNormal" style="font-family: georgia; margin-left: 36pt;">
21. <span style="font-size: 100%;"><span style="font-size: 12pt;">Bila
22. sebuah  benda tegar bergerak melalui sebuah ruang dan pada saat yang
23. bersamaan  melakukan gerak rotasi (menggelinding), maka energy kinetic
24. benda itu  adalah total antara energy kinetic translasinya dengan energy
25. kinetic  rotasinya.</span></span></div>
26. <div class="MsoNormal" style="font-family: georgia; margin-left: 36pt;">
27. <span style="font-size: 100%;"><span style="font-size: 12pt;">E<sub>k</sub> = E<sub>k</sub>  translasi + E<sub>k</sub> rotasi</span></span></div>
28. <div class="MsoNormal" style="font-family: georgia; margin-left: 36pt;">
29. <span style="font-size: 100%;"><span style="font-size: 12pt;">Jadi, </span><span style="color: #00b050; font-size: 16pt;">E<sub>k</sub> = </span><span style="color: #00b050; font-size: 16pt;">½</span><span style="color: #00b050; font-size: 16pt;"> m v<sup>2</sup> + </span><span style="color: #00b050; font-size: 16pt;">½</span><span style="color: #00b050; font-size: 16pt;"> I </span><span style="color: #00b050; font-size: 16pt;">ω</span><sup><span style="color: #00b050; font-size: 16pt;">2</span></sup><span style="font-size: 12pt;"></span></span></div>
30. <div class="ListParagraph" style="font-family: georgia; text-indent: -36pt;">
31. <span style="font-size: 100%;"><span style="font-size: 12pt;">2.2.<span style="font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">             </span></span><span style="font-size: 12pt;">Usaha dan Gaya pada Gerak Rotasi</span></span></div>
32. <div class="MsoNormal" style="font-family: georgia; margin-left: 36pt;">
33. <span style="font-size: 100%;"><span style="font-size: 12pt;">Usaha yang  dilakukan oleh gay F pada benda adalah :</span></span></div>
34. <div class="MsoNormal" style="font-family: georgia; margin-left: 36pt;">
35. <span style="font-size: 100%;"><span style="font-size: 12pt;">W = F s = F r </span><span style="font-size: 12pt;">θ</span><span style="font-size: 12pt;"></span></span></div>
36. <div class="ListParagraph" style="font-family: georgia;">
37. <span style="font-size: 100%;"><span style="font-size: 12pt;">→</span><span style="font-size: 12pt;"> </span><span style="color: #00b050; font-size: 16pt;">W = </span><span style="color: #00b050; font-size: 16pt;">τ</span><span style="color: #00b050; font-size: 16pt;">  </span><span style="color: #00b050; font-size: 16pt;">θ</span></span></div>
38. <div class="ListParagraph" style="font-family: georgia;">
39. <span style="font-size: 100%;">
40. </span> </div>
41. <div class="ListParagraph" style="font-family: georgia;">
42. <span style="font-size: 100%;"><span style="font-size: 12pt;">Sedangkan  daya :</span></span></div>
43. <div class="ListParagraph" style="font-family: georgia;">
44. <span style="font-size: 100%;">
45. </span> </div>
46. <div class="ListParagraph" style="font-family: georgia;">
47. <span style="font-size: 100%;"><span style="font-size: 12pt;">P=  W/t = Fr</span><span style="font-size: 12pt;">θ</span><span style="font-size: 12pt;">/t = Fr </span><span style="font-size: 12pt;">θ</span><span style="font-size: 12pt;">/t</span></span></div>
48. <div class="ListParagraph" style="font-family: georgia;">
49. <span style="font-size: 100%;"><span style="font-size: 12pt;">Jika kecepatan  anguler konstan, maka</span></span></div>
50. <div class="ListParagraph" style="font-family: georgia;">
51. <span style="font-size: 100%;">
52. </span> </div>
53. <div class="ListParagraph" style="font-family: georgia;">
54. <span style="font-size: 100%;"><span style="font-size: 12pt;">→</span><span style="font-size: 12pt;"> </span><span style="color: #00b050; font-size: 16pt;">P = </span><span style="color: #00b050; font-size: 16pt;">τ</span><span style="color: #00b050; font-size: 16pt;">  </span><span style="color: #00b050; font-size: 16pt;">ω
55. </span></span><br />
56. <div style="text-align: center;">
57. <span style="font-size: 100%; font-weight: bold;">HUKUM KEKEKALAN MOMENTUM<span style="color: #00b050; font-size: 16pt;"></span></span>
58. <br />
59. <span style="font-size: 100%;"><span style="color: #00b050; font-size: 16pt;"></span></span></div>
60. </div>
61. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">
62. <br />Hukum                  kekekalan momentum diterapkan pada proses  
63. tumbukan semua jenis,                  dimana prinsip impuls mendasari  
64. proses tumbukan dua benda, yaitu                  <b>I<sub>1</sub> = -I<sub>2</sub></b>.  </span>               <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">Jika                   dua benda A dan B dengan massa masing-masing M<sub>A</sub> dan                   M<sub>B</sub> serta kecepatannya masing-masing V<sub>A</sub>  dan                  V<sub>B </sub>saling bertumbukan, maka : </span><br />
65. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><b>M<sub>A</sub>                   V<sub>A</sub> + M<sub>B</sub> V<sub>B</sub> = M<sub>A</sub>  V<sub>A</sub>                  + M<sub>B</sub> V<sub>B</sub> </b></span><br />
66. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">V<sub>A</sub>                   dan V<sub>B</sub> = kecepatan benda A dan B pada saat  tumbukan</span><br />
67. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">V<sub>A</sub>                   dan V<sub>B</sub> = kecepatan benda A den B setelah  tumbukan.                  </span><br />
68. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>
69.                  Dalam penyelesaian soal, searah vektor ke  kanan
70. dianggap positif,                  sedangkan ke kiri dianggap  negatif.</i> </span><br />
71. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">Dua                   benda yang bertumbukan akan memenuhi tiga keadaan/sifat ditinjau                   dari keelastisannya,</span><br />
72. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><b><i>a.                   ELASTIS SEMPURNA : e = 1 </i></b></span><br />
73. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><b>e                  = (- VA' - VB')/(VA - VB)</b></span><br />
74. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">e                  =  koefisien restitusi.
75. <br />            Disini berlaku hukum kokokalan energi den kokekalan  momentum.</span><br />
76. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><b><i>b.                   ELASTIS SEBAGIAN: 0 <></i></b><i>Disini hanya berlaku hukum  kekekalan momentum. </i></span><br />
77. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>
78.                   Khusus untuk benda yang jatuh ke tanah den memantul
79. ke  atas lagi                  maka koefisien restitusinya adalah: </i></span><br />
80. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>e                   = h'/h  </b></i></span><br />
81. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>h                   = tinggi benda mula-mula
82. <br />            h' = tinggi pantulan benda </i></span><br />
83. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b><i>C.                   TIDAK ELASTIS: e = 0
84. <br />            </i></b>Setelah tumbukan, benda melakukan gerak yang  sama dengan                  satu kecepatan v', </i></span><br />
85. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>M<sub>A</sub>                   V<sub>A</sub> + M<sub>B</sub> V<sub>B</sub> = (M<sub>A</sub>  +                  M<sub>B</sub>) v'  </b></i></span><br />
86. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Disini                  hanya berlaku hukum  kekekalan momentum </i></span><br />
87. <div style="font-weight: bold; text-align: center;">
88. <i>PRINSIP KERJA ROKET
89. </i></div>
90. <span style="font-family: georgia; font-weight: bold;"> <i>
91. </i></span><i>Pada awal perkembangan roket, roket digerakan dari  
92. hasil pembakaran bahan bakar minyak gas dan oksigen cair, untuk  
93. menghasilkan gas panas yang meledak ke bawah dan mendorong roket ke  
94. atas. Untuk roket V-2 yang dikembangkan Hitler, menggunakan turbin uap  
95. untuk memompa alkohol dan oksigen cair ke dalam ruang bakar yang  
96. menghasilkan ledakan beruntun yang mendorong roket ke atas. Prinsip  
97. kerja roket merupakan penerapan dari Hukum Newton III tentang gerak,  
98. dimana energi panas diubah menjadi energi gerak.
99. <br />
100. <br />Prinsip kerja dari roket berbahan bakar cair dan padat sama, di mana  <span style="font-weight: bold;">hasil pembakaran menghasilkan gaya  dorong ke atas</span>.
101. Kelebihan dari roket berbahan bakar padat mampu  menyimpan bahan bakar
102. dengan dengan jumlah besar untuk ruang penyimpanan  yang sama, karena
103. telah dipadatkan, sedangkan bahan bakar cair tidak  bisa dimampatkan.<span style="font-family: georgia; font-weight: bold;">
104. <br />
105. <br />
106. <br />DINAMIKA ROTASI</span>  </i><br />
107. <div style="text-align: center;">
108. <span style="font-family: georgia; font-weight: bold;"><i>MOMEN GAYA</i></span> <i>
109. </i></div>
110. <span style="font-family: georgia;"><i>      Penyebab  terjadinya gerak translasi adalah gaya. Sedangkan pada gerak rotasi,  penyebab</i></span><i> <span style="font-family: georgia;">berputarnya  benda dinamakan momen gaya ( = torsi).</span>  <span style="font-family: georgia;">Contoh dalam kehidupan sehari-hari:</span> <span style="font-family: georgia;">- Pegangan pintu yang diberikan gaya oleh  tangan kita sehingga engsel di dalamnya dapat</span> <span style="font-family: georgia;">berputar</span> <span style="font-family: georgia;">- Kincir yang berputar karena tertiup angin</span> <span style="font-family: georgia;">- Dll.</span>
111. </i><i> <img alt="" src="file:///C:/DOCUME%7E1/ADMINI%7E1/LOCALS%7E1/Temp/moz-screenshot-6.jpg" /></i><br />
112. <i>
113. </i><i> <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">MOMEN                   GAYA ( </span><span style="font-family: Symbol; font-size: 130%;">t </span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">)                  adalah gaya kali jarak/lengan.</span></i><br />
114. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i> Arah gaya dan arah jarak harus                  tegak lurus.</i></span><br />
115. <i>                </i><br />
116. <table border="0" cellpadding="0" cellspacing="0" style="height: 83px; width: 680px;">                 <tbody>
117. <tr>                     <td height="83" valign="top" width="50%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">                       Untuk benda panjang:                                  
118. <br />          
119. <br />               </span>                      <br />
120. <div align="center">
121. <br />
122. <center>                         <table border="0" cellpadding="0" cellspacing="0" height="45">                            <tbody>
123. <tr>                              <td width="100%"><div align="center">
124. <span style="font-family: Symbol; font-size: 130%;"><b>t</b></span><b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">                                   = F . l</span> </b>                              </div>
125. </td>                            </tr>
126. </tbody></table>
127. </center>                     </div>
128. </td>                   <td height="83" valign="top" width="50%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">                      Untuk benda berjari jari:
129. <br />                                    </span>                      <br />
130. <div align="center">
131. <div style="text-align: center;">
132. </div>
133. <br />
134. <center><div style="text-align: center;">
135. </div>
136. <table border="0" cellpadding="0" cellspacing="0" style="height: 45px; width: 120px;">                           <tbody>
137. <tr>                               <td width="100%"><div style="text-align: center;">
138. </div>
139. <div style="text-align: center;">
140. <span style="font-family: Symbol; font-size: 130%;"><b>t</b></span><b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">                                  = F . R = I . <span style="font-family: Symbol;">a</span></span></b></div>
141. <div align="center">
142. </div>
143. </td>                           </tr>
144. </tbody></table>
145. </center>                      </div>
146. </td>                 </tr>
147. </tbody></table>
148. <i>               </i><i> </i><br />
149. <i>                                                                            </i><br />
150. <div align="left">
151. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>F                         = gaya penyebab benda berotasi
152. <br />                 R = jari-jari
153. <br />                 I = lengan gaya terhadap sumbu
154. <br />                 I = <b> m . R<sup>2</sup></b> = momen inersia  benda
155. <br />                 a = percepatan sudut / angular</i></span></div>
156. <div style="font-weight: bold; text-align: center;">
157. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>MOMEN INERSIA</i></span></div>
158. <i>Momen  inersia (satuan <span style="text-decoration: underline;">SI</span> kg m<sup>2</sup>)  adalah ukuran ketahanan objek terhadap perubahan laju  Besaran ini  adalah analog rotasi daripada <span style="text-decoration: underline;">rotasinya  massa</span>.
159. Dengan kata lain, besaran ini adalah kelembaman sebuah  benda tegar
160. yang berputar terhadap rotasinya. Momen inersia berperan  dalam dinamika
161. rotasi seperti massa dalam dinamika dasar, dan menentukan  hubungan
162. antara <span style="text-decoration: underline;">momentum  sudut</span> dan <span style="text-decoration: underline;">kecepetan  sudut</span>, <span style="text-decoration: underline;">momen gaya</span>  dan <span style="text-decoration: underline;">percepatan sudut</span>,  dan beberapa besaran lain. Meskipun pembahasan <span style="text-decoration: underline;">skalar</span> terhadap momen  inersia, pembahasan menggunakan pendekatan <span style="text-decoration: underline;">tensor </span> memungkinkan analisis sistem yang lebih  rumit seperti gerakan giroskopik.</i><br />
163. <i> </i><i>Lambang <span class="texhtml"><i>I</i></span> dan kadang-kadang juga <span class="texhtml"><i>J</i></span> biasanya digunakan untuk merujuk kepada  momen inersia.</i><br />
164. <h2>
165.  
166. <span class="mw-headline" id="Definisi_skalar"><i>Definisi  skalar</i></span></h2>
167. <i> </i><i>Definisi sederhana <b>momen inersia</b>  (terhadap sumbu rotasi tertentu) dari sembarang objek, baik massa titik  atau struktur tiga dimensi, diberikan oleh rumus:</i><br />
168. <i> </i>
169. <br />
170. <dl><dd><i><img alt="I = \int r^2 \,dm\,\!" class="tex" src="http://upload.wikimedia.org/math/3/0/6/3061496b5a9a640bfd46bc9413414ddc.png" /></i></dd></dl>
171. <i>  </i><i>di mana <i>m</i> adalah massa dan <i>r</i> adalah jarak tegak  lurus terhadap sumbu rotasi.</i><br />
172. <i> </i><br />
173. <h3 style="text-align: center;">
174.  
175. <span class="editsection"></span><span class="mw-headline" id="Analisis"><i>Analisis</i></span></h3>
176. <i> </i><i>Momen inersia  (skalar) sebuah massa titik yang berputar pada sumbu yang diketahui  didefinisikan oleh</i><br />
177. <i> </i>
178. <br />
179. <dl><dd><i><img alt="I  \triangleq  m r^2\,\!" class="tex" src="http://upload.wikimedia.org/math/d/8/c/d8ce4f4a6548d3623ffe13a4eaf58d85.png" /></i></dd></dl>
180. <i>  </i><i>Momen inersia adalah aditif. Jadi, untuk sebuah <span style="text-decoration: underline;">bend tegar</span> yang terdiri atas <i>N</i>  massa titik <i>m<sub>i</sub></i> dengan jarak <i>r<sub>i</sub> terhadap  sumbu rotasi, momen inersia total sama dengan jumlah momen inersia  semua massa titik:</i></i><br />
181. <i> </i>
182. <br />
183. <dl><dd><i><img alt="I  \triangleq  \sum_{i=1}^{N} {m_{i} r_{i}^2}\,\!" class="tex" src="http://upload.wikimedia.org/math/1/8/9/189ba79060e13516ff2b17557c23c7f1.png" /></i></dd></dl>
184. <i>  </i><i>Untuk benda pejal yang dideskripsikan oleh fungsi kerapatan  massa <i>ρ</i>(<b>r</b>), momen inersia terhadap sumbu tertentu dapat  dihitung dengan <span style="text-decoration: underline;">mengintegralkan</span>  kuadrat jarak terhadap sumbu rotasi, dikalikan dengan kerapatan massa  pada suatu titik di benda tersebut:</i><br />
185. <i> </i>
186. <br />
187. <dl><dd><i><img alt="I \triangleq   \iiint_V \|\mathbf{r}\|^2  \,\rho(\mathbf{r})\,dV \!" class="tex" src="http://upload.wikimedia.org/math/b/c/0/bc01f035a3c3d8b8dba435a0df621734.png" /></i></dd></dl>
188. <i>  </i><i>di mana</i><br />
189. <i> </i>
190. <br />
191. <dl><dd><i><i>V</i> adalah volume yang  ditempati objek</i></dd><dd><i><i>ρ</i> adalah fungsi kerapatan spasial  objek</i></dd><dd><i><b>r</b> = (<i>r</i>,<i>θ</i>,<i>φ</i>), (<i>x</i>,<i>y</i>,<i>z</i>),  atau (<i>r</i>,<i>θ</i>,<i>z</i>) adalah vektor (tegaklurus terhadap  sumbu rotasi) antara sumbu rotasi dan titik di benda tersebut.</i></dd></dl>
192. <i>  </i><br />
193. <div class="thumb tright">
194. <div style="text-align: center;">
195. <i> </i></div>
196. <div class="thumbinner" style="width: 182px;">
197. <div style="text-align: center;">
198. <i><a class="image" href="http://id.wikipedia.org/wiki/Berkas:Moment_of_inertia_disc.svg"><img alt="" class="thumbimage" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/18/Moment_of_inertia_disc.svg/180px-Moment_of_inertia_disc.svg.png" style="height: 121px; width: 233px;" /></a></i></div>
199. <i> </i><br />
200. <div class="thumbcaption">
201. <i> </i><br />
202. <div class="magnify">
203. <i><a class="internal" href="http://id.wikipedia.org/wiki/Berkas:Moment_of_inertia_disc.svg" title="Perbesar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.5/common/images/magnify-clip.png" width="15" /></a></i></div>
204. <i> Diagram perhitungan  momen inersia sebuah piringan. Di sini <i>k</i> adalah 1/2 dan <img alt="\mathbf{r}" class="tex" src="http://upload.wikimedia.org/math/2/8/e/28ebd9df135b0bcfe8263a7a192aa2f7.png" />  adalah jari-jari yang digunakan untuk menentukan momen inersia</i></div>
205. <i>  </i></div>
206. <i> </i></div>
207. <i> </i><i>Berdasarkan <span style="text-decoration: underline;">analisis dimensi</span> saja, momen  inersia sebuah objek bukan titik haruslah mengambil bentuk:</i><br />
208. <i> </i>
209. <br />
210. <dl><dd><i><img alt=" I = k\cdot M\cdot {R}^2 \,\!" class="tex" src="http://upload.wikimedia.org/math/8/8/b/88b48fb21580149571769738a5817927.png" /></i></dd></dl>
211. <i>  </i><i>di mana</i><br />
212. <i> </i>
213. <br />
214. <dl><dd><i><i>M</i> adalah massa</i></dd><dd><i><i>R</i>  adalah jari-jari objek dari pusat massa (dalam beberapa kasus, panjang  objek yang digunakan)</i></dd><dd><i><i>k</i> adalah konstanta tidak  berdimensi yang dinamakan "konstanta inersia", yang berbeda-beda  tergantung pada objek terkait.</i></dd></dl>
215. <i> </i><i>Konstanta  inersia digunakan untuk memperhitungkan perbedaan letak massa dari pusat  rotasi. Contoh:</i><br />
216. <i> </i> <i>
217. </i><br />
218. <i> </i><br />
219. <ul>
220. <li><i><i>k</i> = 1, cincin tipis atau  silinder tipis di sekeliling pusat</i></li>
221. <li><i><i>k</i> = 2/5, bola  pejal di sekitar pusat</i></li>
222. <li><i><i>k</i> = 1/2, silinder atau  piringan pejal di sekitar pusat.</i></li>
223. </ul>
224. <div align="left">
225. <span style="font-family: "; font-size: 12;"><span style="font-family: "; font-size: 7;"><i>  </i></span></span><span style="font-family: "; font-size: 100%;"><i>Momen Gaya (Torsi  = </i></span><span style="font-size: 100%;"><i>τ</i></span><span style="font-family: "; font-size: 100%;"><i>)</i></span></div>
226. <div class="MsoNormal" style="margin-left: 36pt;">
227. <span style="font-family: "; font-size: 100%;"><i>Momen
228. gaya adalah ukuran besar  kecilnya efek putar sebuah gaya. Untuk sumbu
229. tetap dan gaya-gaya yang  tidak mempunyai komponen yang sejajar dengan
230. sumbu tersebut.</i></span></div>
231. <div class="MsoNormal" style="margin-left: 36pt;">
232. <span style="font-family: "; font-size: 100%;"><i>Momen gaya : </i></span><span style="color: #00b050; font-size: 100%;"><i>τ</i></span><span style="color: #00b050; font-family: "; font-size: 100%;"><i> = r F sin </i></span><span style="color: #00b050; font-family: "; font-size: 100%;"><i>α</i></span><span style="font-family: "; font-size: 100%;"></span></div>
233. <div class="MsoNormal" style="margin-left: 36pt;">
234. <span style="font-family: "; font-size: 100%;"><i>dengan </i></span><span style="font-family: "; font-size: 100%;"><i>α</i></span><span style="font-family: "; font-size: 100%;"><i> = sudut antara r  dan F </i></span></div>
235. <div class="MsoNormal" style="margin-left: 36pt;">
236. <span style="font-size: 100%;"> <i>
237. </i></span></div>
238. <div class="ListParagraph" style="text-indent: -36pt;">
239. <span style="font-family: "; font-size: 100%;"><i>1.4.<span style="font-family: ";">             </span></i></span><span style="font-family: "; font-size: 100%;"><i>Momen Gaya dan  Percepatan Anguler</i></span></div>
240. <div class="MsoNormal" style="margin-left: 36pt;">
241. <span style="font-family: "; font-size: 100%;"><i>Sebuah
242. gaya F yang bekerja pada sebuah  partikel m secara tangensial
243. (menyinggung lintasan) akan memberikan  percepatan tangensial a</i></span><span style="font-size: 100%;"><i>т</i></span><span style="font-family: "; font-size: 100%;"><i> yang memenuhi :</i></span></div>
244. <div class="MsoNormal" style="margin-left: 36pt;">
245. <span style="font-family: "; font-size: 100%;"><i>F = m a</i></span><span style="font-size: 100%;"><i>т</i></span><span style="font-family: "; font-size: 100%;"></span></div>
246. <div class="MsoNormal" style="margin-left: 36pt;">
247. <span style="font-size: 100%; position: relative; z-index: 20;"><span style="height: 137px; left: 351px; position: absolute; top: -50px; width: 217px;"><i></i></span></span><span style="font-family: "; font-size: 100%;"><i>karena a</i></span><span style="font-size: 100%;"><i>т</i></span><span style="font-family: "; font-size: 100%;"><i> = r </i></span><span style="font-family: "; font-size: 100%;"><i>α</i></span><span style="font-family: "; font-size: 100%;"><i>, maka</i></span></div>
248. <div class="MsoNormal" style="margin-left: 36pt;">
249. <span style="font-family: "; font-size: 100%;"><i>F = m r </i></span><span style="font-family: "; font-size: 100%;"><i>α</i></span><span style="font-family: "; font-size: 100%;"></span></div>
250. <div class="MsoNormal" style="margin-left: 36pt;">
251. <span style="font-family: "; font-size: 100%;"><i>F r = m r<sup>2</sup> </i></span><span style="font-family: "; font-size: 100%;"><i>α</i></span><span style="font-family: "; font-size: 100%;"><i>       </i></span><span style="font-size: 100%;"><i>→</i></span><span style="font-family: "; font-size: 100%;"><i>        </i></span><span style="color: #00b050; font-size: 100%;"><i>τ</i></span><span style="color: #00b050; font-family: "; font-size: 100%;"><i> = I </i></span><span style="color: #00b050; font-family: "; font-size: 100%;"><i>α</i></span><span style="font-family: "; font-size: 100%;"><i> </i></span></div>
252. <div class="MsoNormal">
253. <span style="font-family: "; font-size: 100%;"><i>Persamaan
254. di atas juga berlaku untuk  sembarang benda tegar, asalkan momen gaya
255. dan momen inersianya dihitung  terhadap sumbu yang sama. Persamaan di
256. atas merupakan hokum dasar untuk  gerak rotasi.
257. <br />
258. <br />
259. </i></span><span style="font-family: georgia; font-size: 100%;"><span style="font-size: 14pt;"><i>Titik Pusat Massa dan Titik (Pusat) Berat</i></span></span><br />
260. <div class="ListParagraph" style="font-family: georgia;">
261. <span style="font-size: 100%;"> <i>
262. </i></span><i> </i></div>
263. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt; text-indent: -36pt;">
264. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>6.1.<span style="font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">             </span></i></span><span style="font-size: 12pt;"><i>Titik Pusat Massa</i></span></span></div>
265. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
266. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>Titik
267. pusat  massa adalah sebuah titik dimana seluruh benda dapat dipusatkan
268. padanya.  Jika resultan gaya bekerja melelui titik pusat massa, maka
269. benda akan  bergerak translasi murni.</i></span></span></div>
270. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
271. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>Untuk system  benda dua dimensi, letak titik pusat massa dinyatakan dengan koordinat  (x<sub>pm</sub> , y<sub>pm</sub>), dengan :</i></span></span></div>
272. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
273. <span style="font-size: 100%;"> <i>
274. </i></span><i> </i></div>
275. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
276. <span style="font-size: 100%;"><span style="color: #00b050; font-size: 16pt;"><i>X<sub>pm</sub>  = </i></span><i><span style="color: #00b050; font-size: 16pt;"></span><span style="font-size: 12pt;">dan                   </span><span style="color: #00b050; font-size: 16pt;">y<sub>pm</sub> = </span><span style="font-size: 12pt;">  </span></i></span></div>
277. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
278. <span style="font-size: 100%;"> <i>
279. </i></span><i> </i></div>
280. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt; text-indent: -36pt;">
281. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>6.2.<span style="font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">             </span></i></span><span style="font-size: 12pt;"><i>Titik Pusat Berat</i></span></span></div>
282. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
283. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>Titik pusat  berat adalah titik tangkap gaya berat yang bekerja pada sebuah benda.</i></span></span></div>
284. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
285. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>Untuk system  benda dua dimensi, letak titik pusat berat dinyatakan dengan koordinat  (x<sub>pb</sub> , y<sub>pb</sub>), dengan :</i></span></span></div>
286. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
287. <span style="font-size: 100%;"> <i>
288. </i></span><i> </i></div>
289. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
290. <span style="font-size: 100%;"><span style="color: #00b050; font-size: 16pt;"><i>X<sub>pb</sub>  = </i></span><i><span style="color: #00b050; font-size: 16pt;">       </span><span style="font-size: 12pt;">            dan                   </span><span style="color: #00b050; font-size: 16pt;">y<sub>pb</sub> = </span><span style="font-size: 12pt;">  </span></i></span></div>
291. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
292. <span style="font-size: 100%;"> <i>
293. </i></span><i> </i></div>
294. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
295. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>Letak titk pusat massa benda  pada umumnya tidak sama dengan letak titik pusat berat benda.</i></span></span></div>
296. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
297. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>Untuk
298. benda  yang letaknya dekat dengan permukaan bumi, dimana g dianggap
299. konstan,  letak pusat massa dan titik berat sebuah benda dapat dianggap
300. berhimpit.</i></span></span></div>
301. <div class="ListParagraph" style="font-family: georgia; margin-left: 72pt;">
302. <span style="font-size: 100%;"> <i>
303. </i></span><i> </i></div>
304. <div class="ListParagraph" style="font-family: georgia; margin-left: 108pt; text-indent: -18pt;">
305. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image001.gif" width="13" /><span style="font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">      </span></i></span><span style="font-size: 12pt;"><i>Koordinat pusat massa Sistem Partikel  (benda tak kontinu) :</i></span></span></div>
306. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
307. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>X<sub>pm</sub>  = </i></span><i><span style="font-size: 12pt;">  = </span></i></span></div>
308. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
309. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>dan</i></span></span></div>
310. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
311. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>y<sub>pm</sub>  = </i></span><i><span style="font-size: 12pt;">= </span><span style="font-size: 12pt;"></span></i></span></div>
312. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
313. <span style="font-size: 100%;"> <i>
314. </i></span><i> </i></div>
315. <div class="ListParagraph" style="font-family: georgia; margin-left: 108pt; text-indent: -18pt;">
316. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image001.gif" width="13" /><span style="font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">      </span></i></span><span style="font-size: 12pt;"><i>Absis pusat massa benda homogeny 1 dimensi :</i></span></span></div>
317. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
318. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>X<sub>pm</sub>  = </i></span><i><span style="font-size: 12pt;">               l = panjang</span></i></span></div>
319. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
320. <span style="font-size: 100%;"> <i>
321. </i></span><i> </i></div>
322. <div class="ListParagraph" style="font-family: georgia; margin-left: 108pt; text-indent: -18pt;">
323. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image001.gif" width="13" /><span style="font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">      </span></i></span><span style="font-size: 12pt;"><i>Absis pusat massa benda homogeny 2 dimensi :</i></span></span></div>
324. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
325. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i>X<sub>pm</sub>  = </i></span><i><span style="font-size: 12pt;">                          A = luas</span></i></span></div>
326. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
327. <span style="font-size: 100%;"> <i>
328. </i></span><i> </i></div>
329. <div class="MsoNormal" style="font-family: georgia; margin-left: 108pt;">
330. <span style="font-size: 100%;"> <i>
331. </i></span><i> </i></div>
332. <div class="ListParagraph" style="font-family: georgia; margin-left: 108pt; text-indent: -18pt;">
333. <span style="font-size: 100%;"><span style="font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image001.gif" width="13" /><span style="font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">      </span></i></span><span style="font-size: 12pt;"><i>Absis pusat massa benda homogeny 3 dimensi :</i></span></span></div>
334. <span style="font-family: georgia; font-size: 100%;"><span style="font-size: 12pt;"><i>X<sub>pm</sub> = </i></span><i><span style="font-size: 12pt;">                          V = volume</span></i></span> <i>
335. <br />
336. <br />
337. </i><br />
338. <div class="MsoNormal">
339. <span style="font-size: 100%;"><span style="color: red; font-family: "; font-size: 22pt;"><i>Keseimbangan</i></span></span></div>
340. <div class="ListParagraph" style="text-indent: -18pt;">
341. <span style="font-size: 100%;"><span style="font-family: "; font-size: 14pt;"><i>1.      </i></span><span style="font-family: "; font-size: 14pt;"><i>Keseimbangan Pertikel</i></span></span></div>
342. <div class="MsoNormal" style="margin-left: 18pt;">
343. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Sebuah  partikel atau benda titik dikatakan seimbang jika resultan gaya-gaya  yang bekerja padanya sama dengan nol.</i></span></span></div>
344. <div class="MsoNormal" style="margin-left: 18pt;">
345. <span style="font-size: 100%;"><span style="color: #00b050; font-size: 16pt;"><i>Σ</i></span><span style="color: #00b050; font-family: "; font-size: 16pt;"><i> F = 0</i></span></span></div>
346. <div class="MsoNormal" style="margin-left: 18pt;">
347. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Partikel  atau benda titik yang seimbang, mungkin berada dalam salah satu dari  dua keadaan berikut :</i></span></span></div>
348. <div class="ListParagraph" style="margin-left: 54pt; text-indent: -18pt;">
349. <span style="font-size: 100%;"><span style="font-family: Symbol; font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image002.gif" width="15" />     </i></span><span style="font-family: "; font-size: 12pt;"><i>Diam, disebut seimbang statis</i></span></span></div>
350. <div class="ListParagraph" style="margin-left: 54pt; text-indent: -18pt;">
351. <span style="font-size: 100%;"><span style="font-family: Symbol; font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image002.gif" width="15" />     </i></span><span style="font-family: "; font-size: 12pt;"><i>Bergerak dengan kecepatan konstan,  disebut seimbang dinamis</i></span></span></div>
352. <div class="MsoNormal">
353. <span style="font-size: 100%;"> <i>
354. </i></span><i> </i></div>
355. <div class="ListParagraph" style="text-indent: -18pt;">
356. <span style="font-size: 100%;"><span style="font-family: "; font-size: 14pt;"><i>2.<span style="font: 7pt "Times New Roman";">      </span></i></span><span style="font-family: "; font-size: 14pt;"><i>Momen Gaya  (Torsi)</i></span></span></div>
357. <div class="MsoNormal" style="margin-left: 36pt;">
358. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Momen
359. gaya atau  torsi pada sebuah benda menyebabkan benda tersebut berotasi.
360. Ia  didefinisikan sebagai berikut (momen dari gaya F terhadap poros,
361. sumbu  putar, O)</i></span></span></div>
362. <div class="MsoNormal" style="margin-left: 36pt;">
363. <span style="font-size: 100%;"><span style="color: #00b050; font-size: 16pt;"><i>τ</i></span><span style="color: #00b050; font-family: "; font-size: 16pt;"><i> = F L</i></span><span style="color: #00b050; font-size: 16pt;"><i>т</i></span><span style="color: #00b050; font-family: "; font-size: 16pt;"><i>       </i></span><span style="font-family: "; font-size: 12pt;"><i>            atau                   </i></span><span style="color: #00b050; font-size: 16pt;"><i>τ</i></span><span style="color: #00b050; font-family: "; font-size: 16pt;"><i> = F</i></span><span style="color: #00b050; font-size: 16pt;"><i>т</i></span><span style="color: #00b050; font-family: "; font-size: 16pt;"><i> L</i></span></span></div>
364. <div class="MsoNormal" style="margin-left: 36pt;">
365. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>catatan.</i></span></span></div>
366. <div class="ListParagraph" style="margin-left: 72pt; text-indent: -18pt;">
367. <span style="font-size: 100%;"><span style="font-family: Symbol; font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image001.gif" width="13" />      </i></span><span style="font-family: "; font-size: 12pt;"><i>Momen gaya yang menyebabkan rotasi  searah jarum jam diberi tanda positif.</i></span></span></div>
368. <div class="ListParagraph" style="margin-left: 72pt; text-indent: -18pt;">
369. <span style="font-size: 100%;"><span style="font-family: Symbol; font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image001.gif" width="13" />      </i></span><span style="font-family: "; font-size: 12pt;"><i>Momen gaya yang menyebabkan rotasi  berlawanan arah jarum jam diberi tanda negative.</i></span></span></div>
370. <div class="MsoNormal">
371. <span style="font-size: 100%;"> <i>
372. </i></span><i> </i></div>
373. <div class="ListParagraph" style="text-indent: -18pt;">
374. <span style="font-size: 100%;"><span style="font-family: "; font-size: 14pt;"><i>3.<span style="font: 7pt "Times New Roman";">      </span></i></span><span style="font-family: "; font-size: 14pt;"><i>Momen Kopel</i></span></span></div>
375. <div class="MsoNormal" style="margin-left: 36pt;">
376. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Kopel
377.  adalah dua buah gaya yang sama besar, berlawanan arah, tetapi tidak  
378. segaris kerja. Kopel yang bekerja pada sebuah benda menghasilkan rotasi
379. murni.</i></span></span></div>
380. <div class="MsoNormal" style="margin-left: 36pt;">
381. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Momen kopel dapat  dinyatakan sebagai berikut :</i></span></span></div>
382. <div class="MsoNormal" style="margin-left: 36pt;">
383. <span style="font-size: 100%;"><span style="color: #00b050; font-family: "; font-size: 16pt;"><i>M = F d </i></span></span></div>
384. <div class="MsoNormal" style="margin-left: 36pt;">
385. <span style="font-size: 100%;"> <i>
386. </i></span><i> </i></div>
387. <div class="ListParagraph" style="text-indent: -18pt;">
388. <span style="font-size: 100%;"><span style="font-family: "; font-size: 14pt;"><i>4.<span style="font: 7pt "Times New Roman";">      </span></i></span><span style="font-family: "; font-size: 14pt;"><i>Resultan Gaya  Sejajar</i></span></span></div>
389. <div class="MsoNormal" style="margin-left: 36pt;">
390. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Gaya-gaya
391. sejajar  mempunyai resultan gaya letak titik tangkapnya sedemikian rupa
392. sehingga  resultan momen gaya terhadap titik tersebut adalah nol. </i></span></span></div>
393. <div class="MsoNormal" style="margin-left: 36pt;">
394. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Resultan  gaya : </i></span><span style="color: #00b050; font-family: "; font-size: 16pt;"><i>F<sub>R</sub> = F<sub>1</sub> + F<sub>2</sub></i></span><span style="font-family: "; font-size: 12pt;"></span></span></div>
395. <div class="MsoNormal" style="margin-left: 36pt;">
396. <span style="font-size: 100%;"> <i>
397. </i></span><i> </i></div>
398. <div class="ListParagraph" style="text-indent: -18pt;">
399. <span style="font-size: 100%;"><span style="font-family: "; font-size: 14pt;"><i>5.<span style="font: 7pt "Times New Roman";">      </span></i></span><span style="font-family: "; font-size: 14pt;"><i>Keseimbangan  Benda Tegar</i></span></span></div>
400. <div class="MsoNormal" style="margin-left: 36pt;">
401. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Benda
402. yang tidak  berubah bentuk ketika dipengaruhi oleh gaya dinamakan benda
403. tegar. Benda  tegar dapat bergerak translasi murni, rotasi murni, atau
404. kombinasi  keduanya. Bneda tegar dikatakan seimbang bila memenuhi syarat
405.  keseimbangan translasi dan keseimbangan rotasi, yaitu :</i></span></span></div>
406. <span style="font-size: 100%;"><span style="color: #00b050; font-size: 16pt;"><i>Σ</i></span><span style="color: #00b050; font-family: "; font-size: 16pt;"><i>F = 0</i></span><span style="font-family: "; font-size: 12pt;"><i>                        dan                   </i></span><span style="color: #00b050; font-size: 16pt;"><i>Στ</i></span><span style="color: #00b050; font-family: "; font-size: 16pt;"><i> = 0
407. <br />
408. </i></span><span style="font-family: "; font-size: 14pt;"><span style="font: 7pt "Times New Roman";"><i> </i></span></span><span style="font-family: "; font-size: 14pt;"><i>Jenis  Keseimbangan</i></span></span><br />
409. <div class="MsoNormal" style="margin-left: 36pt;">
410. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Keadaan  keseimbangan suatu benda dapat digolongkan ke dalam salah satu dari 3  jenis keseimbangan berikut :</i></span></span></div>
411. <div class="ListParagraph" style="margin-left: 72pt; text-indent: -18pt;">
412. <span style="font-size: 100%;"><span style="font-family: Symbol; font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image003.gif" width="13" />      </i></span><span style="font-family: "; font-size: 12pt;"><i>Kesimbangan Stabil</i></span></span></div>
413. <div class="ListParagraph" style="margin-left: 72pt;">
414. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Benda
415. di katakana dalam keseimbangan  stabil bila benda diberi sedikit
416. usikan, dan kemudian usikan  dihilangkan, benda kembali ke posisi
417. keseimbangan semula.</i></span></span></div>
418. <div class="ListParagraph" style="margin-left: 72pt;">
419. <span style="font-size: 100%;"> <i>
420. </i></span><i> </i><br />
421. <table align="left" cellpadding="0" cellspacing="0"><tbody>
422. <tr>   <td height="14" width="103"><span style="font-size: 100%;"></span><br />
423. </td></tr>
424. <tr><td><span style="font-size: 100%;"></span><br />
425. </td><td><br /></td></tr>
426. </tbody></table>
427. </div>
428. <div class="ListParagraph" style="margin-left: 72pt;">
429. <span style="font-size: 100%;"> <i>
430. </i></span><i> </i></div>
431. <span style="font-size: 100%;"> <i>
432. </i></span><i> </i><br />
433. <div class="ListParagraph" style="margin-left: 72pt; text-indent: -18pt;">
434. <span style="font-size: 100%;"><span style="font-family: Symbol; font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image003.gif" width="13" />      </i></span><span style="font-family: "; font-size: 12pt;"><i>Keseimbangan Labil</i></span></span></div>
435. <div class="ListParagraph" style="margin-left: 72pt;">
436. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Benda
437. dikatakan dalam keseimbangan  labil bila benda diberi sedikit usikan,
438. dan kemudian usikan dihilangkan,  benda menjauhi posisi keseimbangan
439. semula (jatuh).</i></span></span></div>
440. <div class="ListParagraph" style="margin-left: 72pt;">
441. <span style="font-size: 100%;"> <i>
442. </i></span><i> </i><br />
443. <table align="left" cellpadding="0" cellspacing="0"><tbody>
444. <tr>   <td height="5" width="117"><span style="font-size: 100%;">
445. </span><br />
446. </td>  </tr>
447. <tr>   <td><span style="font-size: 100%;">
448. </span><br />
449. </td>   <td><span style="font-size: 100%;"></span><br />
450. </td></tr>
451. </tbody></table>
452. </div>
453. <div class="ListParagraph" style="margin-left: 72pt;">
454. <span style="font-size: 100%;"> <i>
455. </i></span><i> </i></div>
456. <span style="font-size: 100%;"> <i>
457. </i></span><i> </i><br />
458. <div class="ListParagraph" style="margin-left: 72pt; text-indent: -18pt;">
459. <span style="font-size: 100%;"><span style="font-family: Symbol; font-size: 12pt;"><i><img alt="*" height="13" src="file:///C:/DOCUME%7E1/warnet/LOCALS%7E1/Temp/msohtml1/01/clip_image003.gif" width="13" />      </i></span><span style="font-family: "; font-size: 12pt;"><i>Keseimbangan Netral (Indiferen)</i></span></span></div>
460. <div class="ListParagraph" style="margin-left: 72pt;">
461. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><i>Benda
462. dikatakan dalam keseimbangan  netral (indiferen) bila benda diberi
463. sedikit usikan, dan kemudian usikan  dihilangkan, benda membentuk posisi
464. keseimbangan baru di dekat posisi  keseimbangan semula.</i></span></span></div>
465. <span style="font-size: 130%;"> <i>
466. </i></span><br />
467. <div style="text-align: center;">
468. <span style="font-size: 130%;"><i>FLUIDA</i></span> <i>
469. </i><br />
470. <div style="text-align: left;">
471. <span style="font-weight: bold;"><i>FLUIDA STATIS
472. <br />
473. </i></span><span style="font-size: 100%;"><i><b><span style="font-family: Verdana,Arial,Helvetica,sans-serif;">Fluida                   ( zat alir </span></b></i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 100%;"><i>)                   adalah zat yang dapat mengalir, <i>misalnya zat cair dan gas.                   </i>Fluida dapat digolongkan dalam dua macam, yaitu fluida  statis                  dan dinamis.</i></span></div>
474. </div>
475. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 100%;"><i>                   <b>TEKANAN HIDROSTATIS</b></i></span><br />
476. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 100%;"><i>Tekanan                  hidrostatis ( <b>P<sub>h</sub></b>)  adalah tekanan yang dilakukan                  zat cair pada bidang  dasar tempatnya.</i></span><br />
477. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 100%;"><i><b>
478. <br />              PARADOKS HIDROSTATIS</b></i></span><br />
479. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 100%;"><i>Gaya
480.                  yang bekerja pada dasar  sebuah bejana tidak
481. tergantung pada bentuk                  bejana dan  jumlah zat cair
482. dalam bejana, tetapi tergantung pada                   luas dasar bejana
483. ( <b>A</b> ), tinggi ( <b>h</b> ) dan massa                   jenis zat cair ( <span style="font-family: Symbol;"><b>r</b></span>  )
484. <br />              dalam bejana.</i></span><br />
485. <table border="0"><tbody>
486. <tr><td width="29%"><b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">P<sub>h</sub>                       = <span style="font-family: Symbol;">r</span> g h
487. <br />                  P<sub>t</sub> = Po + Ph
488. <br />                  F = P h A = <span style="font-family: Symbol;">r</span>  g V</span></b></td>                   <td width="41%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><span style="font-family: Symbol;">r</span>                      = massa  jenis zat cair
489. <br />                  h = tinggi zat cair dari permukaan
490. <br />                  g = percepatan gravitasi
491. <br />                  P<sub>t</sub> = tekanan total
492. <br />                  P<sub>o</sub> = tekanan udara luar</span></td>                    <td width="30%"><div align="center">
493. <i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 78%;"><br /></span></i></div>
494. </td></tr>
495. </tbody></table>
496. </div>
497. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>HUKUM                  PASCAL</b></i></span><br />
498. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Tekanan                   yang dilakukan pada zat cair akan diteruskan ke semua arah  sama.</i></span><br />
499. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>P<sub>1</sub>                   = P<sub>2</sub> <span style="font-family: Symbol;">®</span>  F<sub>1</sub>/A<sub>1</sub>                  = F<sub>2</sub>/A<sub>2</sub></b></i></span><br />
500. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>HUKUM                   ARCHIMEDES</b></i></span><br />
501. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Benda
502.                   di dalam zat cair akan mengalami pengurangan berat  
503. sebesar berat                  zat cair yang dipindahkan.</i></span><br />
504. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>                   <b>Tiga keadaan benda di dalam zat cair:</b></i></span><br />
505. <i>                </i><br />
506. <table border="0">                 <tbody>
507. <tr>                     <td width="59%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">a.                       tenggelam: W>F<span style="font-family: Symbol;">a</span> <span style="font-family: Symbol;">Þ</span>                      <span style="font-family: Symbol;">r<span style="font-family: Verdana,Arial,Helvetica,sans-serif;">b</span></span>                       > <span style="font-family: Symbol;">r</span>z
508. <br />                
509. <br />                  b. melayang: W = F<span style="font-family: Symbol;">a</span> <span style="font-family: Symbol;">Þ</span>                       <span style="font-family: Symbol;">r</span>b = <span style="font-family: Symbol;">r</span>z
510. <br />                
511. <br />                  c. terapung: W=F<span style="font-family: Symbol;">a</span> <span style="font-family: Symbol;">Þ</span>                       <span style="font-family: Symbol;">r</span>b.V=<span style="font-family: Symbol;">r</span>z.V'                      ;<span style="font-family: Symbol;"> r</span>b<<span style="font-family: Symbol;">r</span>z</span></td>                   <td width="41%"><br /></td>                 </tr>
512. </tbody></table>
513. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>W                   = berat benda
514. <br />              F<span style="font-family: Symbol;">a</span> = gaya  ke atas = <span style="font-family: Symbol;">r</span>z                  .  V' . g
515. <br />              <span style="font-family: Symbol;">r</span>b = massa  jenis benda
516. <br />              <span style="font-family: Symbol;">r</span>z = massa  jenis fluida
517. <br />              V = volume benda
518. <br />              V' = volume benda yang berada dalam fluida</i></span><br />
519. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>                   <i> <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">Akibat                  adanya gaya ke atas ( F<span style="font-family: Symbol;">a</span> ), berat benda                  di  dalam zat cair (Wz) akan berkurang menjadi:</span></i></i></span><br />
520. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>Wz                   = W - F<span style="font-family: Symbol;">a</span></b></i></span><br />
521. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Wz                   = berat benda di dalam zat cair</i></span><br />
522. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>TEGANGAN                  PERMUKAAN</b></i></span><br />
523. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Tegangan                   permukaan ( <span style="font-family: Symbol;">g</span>)  adalah besar gaya (                  <b>F</b> ) yang dialami pada  permukaan zat cair persatuan panjang(l)</i></span><br />
524. <i>               </i><span style="font-family: Symbol; font-size: 85%;"><i><b>g </b></i></span><i><b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">=                  F / 2l</span></b></i><br />
525. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>                  <b>KAPILARITAS</b></i></span><br />
526. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Kapilaritas
527.                   ialah gejala naik atau turunnya zat cair ( y ) dalam
528. tabung  kapiler                  yang dimasukkan sebagian ke dalam zat
529. cair  karena pengarah adhesi                  dan kohesi.</i></span><br />
530. <i>                </i><br />
531. <table border="0">                 <tbody>
532. <tr>                     <td><div align="center">
533. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 78%;"><i><br /></i></span></div>
534. </td>                    <td><div align="center">
535. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 78%;"><br /></span></div>
536. </td>                  </tr>
537. </tbody></table>
538. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>y                  = 2 <span style="font-family: Symbol;">g</span>  cos <span style="font-family: Symbol;">q</span>                  / <span style="font-family: Symbol;">r</span> g r
539. <br />              </b>
540. <br />              y = kenaikan/penurunan zat cair pada pipa (m)
541. <br />              </i></span><span style="font-family: Symbol; font-size: 85%;"><i>g</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>                   = tegangan permukaan (N/m)
542. <br />              <span style="font-family: Symbol;">q</span> = sudut  kontak (derajat)
543. <br />              p </i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>=                   massa jenis zat cair (kg / m<sup>3</sup>)
544. <br />              </i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>g                   = percepatan gravitas (m / det<sup>2</sup>)
545. <br />              r = jari-jari tabung kapiler (m)</i></span><br />
546. <i>
547. </i><br />
548. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>FLUIDA DINAMIS</i></span><br />
549. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>Sifat                  Fluida Ideal:</b></i></span><br />
550. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>-                   tidak dapat ditekan (volume tetap karena tekanan)
551. <br />              - dapat berpindah tanpa mengalami gesekan
552. <br />              - mempunyai aliran stasioner (garis alirnya tetap  bagi setiap                  partikel)
553. <br />              - kecepatan partikel-partikelnya sama pada penampang  yang sama</i></span><br />
554. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><b>HUKUM                   BERNOULLI</b></i></span><br />
555. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Hukum                  ini diterapkan pada zat cair yang  mengalir dengan kecepatan berbeda                  dalam suatu pipa.</i></span><br />
556. <i>                </i><br />
557. <table border="0">                 <tbody>
558. <tr>                     <td valign="top" width="38%"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><b>P                        + <span style="font-family: Symbol;">r</span>  g Y + 1/2 <span style="font-family: Symbol;">r</span>                         v<sup>2</sup> = c</b></span><br />
559. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">P                         = tekanan
560. <br />                    1/2 <span style="font-family: Symbol;">r</span></span><span style="font-family: Symbol; font-size: 85%;">                        </span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">v<sup>2</sup>                        = Energi kinetik
561. <br />                    <span style="font-family: Symbol;">r</span> g y  = Energi potensial</span></td>                    <td valign="top" width="23%"><br />
562. <span style="font-family: Symbol; font-size: 85%;">]®</span>  <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">                        tiap satuan
563. <br />                        waktu</span><i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 78%;">                         </span></i></td>                   <td width="39%"><i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 78%;">                      </span></i><br />
564. </td>                  </tr>
565. </tbody></table>
566. <i>               </i><i>  </i><br />
567. <i>               </i><i> <b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">CEPAT                   ALIRAN (DEBIT AIR)</span></b></i><br />
568. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Cepat                   aliran (Q) adalah volume fluida yang dipindahkan tiap  satuan waktu.</i></span><br />
569. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Q                   = A . v</i></span><br />
570. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>A<sub>1</sub>                   . v<sub>1</sub> = A<sub>2</sub> . v<sub>2</sub></i></span><br />
571. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>v                   = kecepatan fluida (m/det)
572. <br />              A = luas penampang yang dilalui fluida</i></span><br />
573. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Untuk
574.                   zat cair yang mengalir melalui sebuah lubang pada
575. tangki, maka                   besar kecepatannya selalu dapat
576. diturunkan dari Hukum  Bernoulli,                  yaitu:</i></span><br />
577. <i>               </i><br />
578. <table border="0">                 <tbody>
579. <tr valign="top">                     <td><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">v                       = <span style="font-family: Symbol;">Ö</span></span><span style="font-family: Symbol; font-size: 85%;">(</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">2gh)</span></td>                    <td><div align="center">
580. <div align="left">
581. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">h                           = kedalaman lubang dari permukaan zat cair</span></div>
582. </div>
583. </td>                 </tr>
584. </tbody></table>
585. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>                   <i>Contoh:</i></i></span><br />
586. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>1.
587.                   Sebuah kolam air berdinding bujursangkar dengan  
588. panjang 15 m,                  tingginya 7,5m.Tentukanlah tekanan air  
589. 4,5 m di bawah permukaan                  air!</i></span><br />
590. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><i>Jawab:</i></i></span><br />
591. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>P                   = <span style="font-family: Symbol;">r . </span>g . h = 10<sup>3</sup>  . 10 .                  4,5
592. <br />              P = 4,5.10<sup>4</sup> N/m<sup>2</sup></i></span><br />
593. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>2.
594.                   Air mengalir sepanjang pipa horisontal, penampang
595. tidak sama besar.                   Pada tempat dengan kecepatan air 35
596. cm/det tekanannya  adalah 1                  cmHg. Tentukanlah tekanan
597. pada bagian pipa  dimana kecepatan aliran                  airnya 65
598. cm/det.(g = 980  cm/det<sup>2</sup>) !</i></span><br />
599. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><i>Jawab:</i></i></span><br />
600. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>                   P<sub>1</sub> = 1 cmHg = 1.13,6.980 dyne/cm<sup>2</sup>
601. <br />              P<sub>1</sub> = 13328 dyne/cm<sup>2</sup></i></span><br />
602. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>v<sub>1</sub>                   = 35 cm/det; v<sub>2</sub> = 65 cm/det</i></span><br />
603. <i>                </i><br />
604. <div align="center">
605. <i><i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 78%;"><br /></span></i></i></div>
606. <i>               </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Prinsip                  Bernoulli:
607. <br />              P<sub>1</sub> + pgy<sub>1</sub> + 1/2<span style="font-family: Symbol;">r</span>v<sub>1</sub><sup>2</sup>                   = P<sub>2</sub> + <span style="font-family: Symbol;">r</span>gy<sub>2</sub>  +                  1/2<span style="font-family: Symbol;">r</span>v<sub>2</sub><sup>2</sup></i></span><br />
608. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Karena                   y<sub>1</sub> = y<sub>2</sub> (pipa horisontal), maka:</i></span><br />
609. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>P<sub>1</sub>                   - P<sub>2</sub> = 1/2 <span style="font-family: Symbol;">r</span>  (V<sub>2</sub><sup>2</sup>                  - V<sub>1</sub><sup>2</sup>)
610. <br />              P<sub>1</sub> - P<sub>2 </sub>= 1/2 1 (652 352)
611. <br />              P<sub>1</sub> - P<sub>2</sub> = 1/2 3000
612. <br />              P<sub>1</sub> - P<sub>2</sub> = 1500 dyne/cm2</i></span><br />
613. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i><i>Jadi:</i></i></span><br />
614. <i>                </i><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>P<sub>2</sub>                   = P<sub>1</sub> - 1500
615. <br />              P<sub>2</sub> = 13328 - 1500
616. <br />              P<sub>2</sub> = 11828 dyne/cm
617. <br />              P<sub>2</sub> = 0,87 cmHg</i></span><br />
618. <span style="font-family: "; font-size: 12;"><span style="font-family: "; font-size: 7;"><i> <span style="font-size: 100%;">
619. <br />
620. </span></i></span></span><span style="font-size: 100%;"> <i>
621. <br /><span style="font-weight: bold;">HUKUM ARCHIMIDES </span>
622. <br />Apabila benda yang dimasukkan ke dalam fluida, terapung, di mana  
623. bagian benda yang tercelup hanya sebagian maka volume fluida yang  
624. dipindahkan = volume bagian benda yang tercelup dalam fluida tersebut.  
625. Tidak peduli apapun benda dan bagaimana bentuk benda tersebut, semuanya
626.   akan mengalami hal yang sama. Ini adalah buah karya eyang butut  
627. Archimedes (287-212 SM) yang saat ini diwariskan kepada kita dan lebih  
628. dikenal dengan julukan “Prinsip Archimedes”. Prinsip Archimedes  
629. menyatakan bahwa :
630. <br />
631. <br />Ketika sebuah benda tercelup seluruhnya atau sebagian di dalam zat  
632. cair, zat cair akan memberikan gaya ke atas (gaya apung) pada benda, di
633.   mana besarnya gaya ke atas (gaya apung) sama dengan berat zat cair
634. yang   dipindahkan.
635. <br />
636. <br />
637. <br /><span style="font-weight: bold;">PERSAMAAN TEGANGAN PERMUKAAN </span>
638. <br />Jika kawat U dimasukan ke dalam larutan sabun, maka setelah  
639. dikeluarkan akan terbentuk lapisan air sabun pada permukaan kawat  
640. tersebut. Mirip seperti ketika dirimu bermain gelembung sabun. Karena  
641. kawat lurus bisa digerakkan dan massanya tidak terlalu besar, maka  
642. lapisan air sabun akan memberikan gaya tegangan permukaan pada kawat  
643. lurus sehingga kawat lurus bergerak ke atas (perhatikan arah panah).  
644. Untuk mempertahankan kawat lurus tidak bergerak (kawat berada dalam  
645. kesetimbangan), maka diperlukan gaya total yang arahnya ke bawah, di  
646. mana besarnya gaya total adalah F = w + T. Dalam kesetimbangan, F = gaya
647.   tegangan permukaan yang dikerjakan oleh lapisan air sabun pada kawat
648.  lurus.
649. <br />
650. <br />Misalkan panjang kawat lurus adalah l. Karena lapisan air sabun yang
651.   menyentuh kawat lurus memiliki dua permukaan, maka gaya tegangan  
652. permukaan yang ditimbulkan oleh lapisan air sabun bekerja. Tegangan  
653. permukaan pada lapisan sabun merupakan perbandingan antara Gaya Tegangan
654.   Permukaan (F) dengan panjang permukaan di mana gaya bekerja (d).
655. Untuk   kasus ini, panjang permukaan adalah 2l.
656. <br />Karena tegangan permukaan merupakan perbandingan antara Gaya  
657. tegangan permukaan dengan Satuan panjang, maka satuan tegangan permukaan
658.   adalah Newton per meter (N/m) atau dyne per centimeter (dyn/cm).
659. <br />
660. <br />1 dyn/cm = 10-3 N/m = 1 mN/m
661. <br />
662. <br />
663. <br />
664. <br /><span style="font-weight: bold;">TERMODINAMIKA</span>
665. <br />
666. <br />Termodinamika (bahasa Yunani: thermos = 'panas' and dynamic =  
667. 'perubahan') adalah fisika energi , panas, kerja, entropi dan  
668. kespontanan proses. Termodinamika berhubungan dekat dengan mekanika  
669. statistik di mana banyak hubungan termodinamika berasal.
670. <br />
671. <br />Hukum kekekalan energi adalah salah satu dari hukum-hukum kekekalan
672.  yang meliputi energi kinetik dan energi potensial. Hukum ini adalah  
673. hukum pertama dalam termodinamika.
674. <br />
675. <br />Asas Black adalah suatu prinsip dalam termodinamika  yang   dikemukakan oleh Joseph Black. Asas ini menjabarkan:
676. <br />
677. <br />* Jika dua buah benda yang berbeda yang suhunya dicampurkan, benda  
678. yang panas memberi kalor pada benda yang dingin sehingga suhu akhirnya
679.  sama
680. <br />* Jumlah kalor yang diserap benda dingin sama dengan jumlah kalor   yang dilepas benda panas
681. <br />* Benda yang didinginkan melepas kalor yang sama besar dengan   kalor yang diserap bila dipanaskan
682. <br />
683. <br />Rumus Asas Black =
684. <br />
685. <br />(M1 X C1) (T1-Ta) = (M2 X C2) (Ta-T2)
686. <br />
687. <br />Catatan :
688. <br />
689. <br />M1 = Massa benda yang mempunyai tingkat temperatur lebih tinggi
690. <br />C1 = Kalor jenis benda yang mempunyai tingkat temperatur lebih   tinggi
691. <br />Ta = Temperatur benda yang mempunyai tingkat temperatur lebih tinggi
692. <br />T1 = Temperatur akhir pencampuran kedua benda
693. <br />M2 = Massa benda yang mempunyai tingkat temperatur lebih rendah
694. <br />C2 = Kalor jenis benda yang mempunyai tingkat temperatur lebih   rendah
695. <br />T2 = Temperatur benda yang mempunyai tingkat temperatur lebih rendah
696. <br />
697. <br />
698. <br />
699. <br /><span style="font-weight: bold;">HUKUM I TERMODINAMIKA </span>
700. <br />
701. <br />Hukum Kekekalan Energi (Hukum I Termodinamika) berbunyi: "Energi  
702. dapat berubah dari satu bentuk ke bentuk yang lain tapi tidak bisa  
703. diciptakan ataupun dimusnahkan (konversi energi)".
704. <br />
705. <br />Keterangan :
706. <br />
707. <br />delta U = Perubahan energi dalam
708. <br />
709. <br />Q = Kalor
710. <br />
711. <br />W = Kerja
712. <br />
713. <br />Hukum pertama termodinamika merupakan pernyataan Hukum Kekekalan  
714. Energi dan ketepatannya telah dibuktikan melalui banyak percobaan  
715. (seperti percobaan om Jimi Joule). Perlu diketahui bahwa hukum ini  
716. dirumuskan pada abad kesembilan belas, setelah kalor dipahami sebagai  
717. energi yang berpindah akibat adanya perbedaan suhu.
718. <br />
719. <br /><span style="font-weight: bold;">HUKUM II TERMODINAMIKA</span>
720. <br />Kalor berpindah dengan sendirinya dari benda bersuhu tinggi ke benda
721.   bersuhu rendah; kalor tidak akan berpindah dengan sendirinya dari  
722. benda  bersuhu rendah ke benda bersuhu tinggi (Hukum kedua termodinamika</i></span><i>  </i><br />
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731. <i>         </i><i>    </i></div>
732. <i> </i></div>
733. <i>  <span class="widget-item-control">  </span>  </i></div>
734. <i> </i></div>
735. <div class="widget  BlogArchive" id="BlogArchive1">
736. <i>
737. </i></div>
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739. <i> </i></div>
740. <i>
741. </i><br />
742. <div class="ListParagraph">
743. <span style="color: #00b050;"> <i>
744. </i></span></div>
745. <div class="post-footer">
746. <div class="post-footer-line post-footer-line-2">
747. <span class="post-labels"> </span> </div>
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750. </div>
751. <i>          </i> <i>                  </i> <i>       </i><br />
752. <h2 class="date-header">
753.  
754. <i>Sabtu, 05 Desember 2009</i></h2>
755. <i>        </i> <i>       </i>  <i><a href="http://www.blogger.com/blogger.g?blogID=8605957213465403284" name="3350100609626901742"></a> </i><br />
756. <h3 class="post-title entry-title">
757.  
758. <i><a href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html">Materi  Fisika Kelas XI Semester 1</a> </i></h3>
759. <div class="post-header">
760. </div>
761. <span style="font-size: 130%; font-weight: bold;"><i>FISIKA </i></span><br />
762. <div>
763. <span style="font-family: lucida grande; font-size: 130%;"><i> </i></span></div>
764. <div>
765. <span style="font-family: lucida grande; font-size: 130%; font-weight: bold;"><i>
766. <br />1.  PERSAMAAN GERAK</i></span><i>
767. <br />
768. <br /><span style="color: black; font-weight: bold;">Koordinat Polar</span> <span style="color: black;">Titik P dengan koordinat polar (r, q) berarti berada diposisi:</span>  <span style="color: black;">- q derajat dari sumbu-x (sb. polar)</span>  <span style="color: black;">(q diukur berlawanan arah jarum-jam)</span>  <span style="color: black;">- berjarak sejauh r dari titik asal  kutub O.</span> <span style="color: black;">Perhatian:</span> <span style="color: black;">jika r <></span> <span style="color: black;">r: koordinat radial</span> <span style="color: black;">q: koordinat sudut</span> <span style="color: black;">Setiap  titik mempunyai lebih dari satu representasi dalam koordinat polar</span>  <span style="color: black;">(r, q) = (- r</span><span style="color: black;">, q + np ),</span><span style="color: black;"> untuk n bil. bulat ganjil</span> <span style="color: black;">= ( r, q + n</span><span style="color: black;">p )</span><span style="color: black;"> , untuk n bil. bulat genap</span> <span style="color: black;">Persamaan dalam Koordinat Polar</span> <span style="color: black;">Pers. polar dari lingkaran berjari-jari a:  r = a</span> <span style="color: black;">Untuk lingkaran berjari  a,</span> <span style="color: black;">- berpusat di </span><span style="color: black;">(0,a): r = 2a sin q</span><span style="color: black;"> </span><span style="color: black;"><span style="color: black;">- berpusat di</span> (a,0): r = 2a cos q</span>  <span style="color: black;">r = 2 sin q r = 2 cos qVektor  posisi, </span><span style="color: black;">kecepatan dan per</span><span style="color: black;">cepatan.</span>  <span style="color: black;">V adalah kecepatan benda yang merupakan turunan pertama  dari posisi.</span> <span style="color: black;">Jadi Vx adalah  turunan pertama dari X dan Vy adalah turunan pertama dari Y.</span>  <span style="color: black;">Silakan kamu turunkan (diferensialkan)  persamaan tersebut...</span> <span style="color: black;">Vox  adalah Vx saat t = 0, dan Voy adalah Vy saat t = 0.</span> <span style="color: black;">Vo adalah penjumlahan (secara vektor) dari  Vox dan Voy.</span> <span style="color: black;">Ax adalah turunan  kedua dari X, dan Ay adalah turunan kedua dari Y.</span>  <span style="color: black;">Coba kamu turunkan sendiri....</span> <span style="color: black;">Aox
769. adalah Ax saat t = 0, dan Aoy adalah  Ay saat t = 0.Mengubah persamaan
770. posisi menjadi percepatanA :Jika posisi  benda dinyatakan dalam
771. persamaan dengan variable waktu, maka persamaan  posisi tersebut kita
772. turunkan (diferensialkan) menjadi persamaan  kecepatan.</span> <span style="color: black;">misal, x = 2t^2 -  2t</span> <span style="color: black;">maka kecepatannya adalah  turunan pertama dari x;</span> <span style="color: black;">v =  dx/dt = 4t - 2</span> <span style="color: black;">untuk mengubah  menjadi percepatan, maka kecepatan tersebut kita turunkan sekali lagi;</span>  <span style="color: black;">a = dv/dt = 4</span>
773. <br />
774. </i></div>
775. <div>
776. <div>
777. <i><b style="color: #cc33cc;"># Gerak Lurus Beraturan (GLB)</b>  <span style="color: #cc33cc;">#</span>
778. </i></div>
779. <i>         Gerak lurus beraturan (GLB) adalah gerak benda
780. dalam lintasan garis  lurus dengan kecepatan tetap. Untuk lebih
781. memahaminya, amati grafik  berikut :</i></div>
782. <div>
783. <i><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412000021001391538" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIsUuKgAsSrs8S-_Vu0XO60aJE5tW8XGmtrY8veFXU_4XmnZrBQIDcOb7dv3r2ommfDe-mqeGoPGf_gjAE5ntCmAxtw1jnGfZZo72QYAfFbh76C9KoKAiw6xecH2HYC4nwIuRmZjUGmFY/s320/fisx02_15.jpg" style="display: block; height: 73px; margin: 0px auto 10px; text-align: center; width: 204px;" />Grafik
784. di atas menyatakan hubungan antara kecepatan (v) dan  waktu tempuh (t)
785. suatu benda yang bergerak lurus. Berdasarkan grafik  tersebut cobalah
786. tentukan berapa besar kecepatan benda pada saat t = 0  s, t = 1 s, t = 2
787. s, t = 3 s?
788. <br />Tampak dari grafik pada gambar 6,
789. <br />kecepatan  benda sama dari waktu ke waktu yakni 5 m/s.
790. <br />Semua benda yang  bergerak lurus beraturan akan memiliki grafik v - t
791. yang bentuknya  seperti gambar 6 itu. Sekarang,hitung berapa jarak yang
792. ditempuh oleh  benda dalam waktu 3 s?
793. <br />dapat dihitung jarak yang ditempuh oleh benda  dengan cara menghitung luas daerah di bawah kurva bila diketahui grafik  (v-t) :</i></div>
794. <div>
795. <i><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412000954024580498" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnRseNjSerFEopUTxFRcZf-4-9bxMYPG4VelAb2QdVjcbt9BXPtGksn2EXGBYKupBf_noTAvx9PIn3szffcWHhpT0IbJZxjvm3OMJ56BwkYGiLUjz6lQ9aGmUu9rzXkf7hSu_MQnycic0/s320/fisx02_16.jpg" style="display: block; height: 73px; margin: 0px auto 10px; text-align: center; width: 204px;" /></i></div>
796. <i>Jarak yang ditempuh = luas daerah yang diarsir  pada grafik v - t.
797. <br />Cara menghitung jarak pada GLB.Tentu saja satuan  jarak adalah
798. satuan panjang, bukan satuan luas. Berdasarkan gambar di  atas, jarak
799. yang ditempuh benda = 15 m.
800. </i><i>Cara lain  menghitung jarak tempuh adalah dengan menggunakan persamaan GLB.</i><br />
801. <i>kecepatan  pada GLB dirumuskan:</i><br />
802. <i><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412001562222438706" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4QoruQz0WKXFaL6Owv4heM2dXDimjkdqvNvGoR6kiWU4eFWnOKjW0Da7bkudICauf5287csNrWuTe2pAgIGDi5WkhD2vrEWgR8LJ2WsGe8mBHDzOofmNP53jnVpUNVe9loi4kUQhY36s/s320/fisx02_30.jpg" style="display: block; height: 51px; margin: 0px auto 10px; text-align: center; width: 75px;" /><span style="color: black;">Ket :</span><span style="color: black;"> </span><span style="color: black;">v  = kec</span><span style="color: black;">epatan (m/s)</span><span style="color: black;"> </span><span style="color: black;">t  = waktu tempuh (s)</span><span style="color: black;"> </span><span style="color: black;">s</span><span style="color: black;">  = Jarak (m)</span>
803. </i><i>Dari gambar di atas ,
804. <br />v = 5  m/s,sedangkan t = 3 s, sehingga jarak s = v . ts = 5 x 3 = 15 m
805. <br />Persamaan  GLB di atas, berlaku bila gerak benda memenuhi grafik seperti pada  gambar.</i><br />
806. <i>Pada grafik tersebut terlihat bahwa pada saat t = 0  s, maka v = 0.</i><br />
807. <i>
808. Artinya, pada mulanya benda diam, baru  kemudian bergerak dengan
809. kecepatan 5 m/s. Padahal dapat saja terjadi  bahwa saat awal kita amati
810. benda sudah dalam keadaan bergerak, sehingga  benda telah memiliki
811. posisi awal so. Untuk keadaan ini, maka persamaan  GLB sedikit mengalami
812. perubahan menjadi,
813. <br /><span style="font-size: 130%; font-weight: bold;"><b style="color: #cc33cc;">                                       <span style="color: black; font-weight: normal;">s = so + v.</span></b></span>
814. <br />Persamaan GLB  untuk benda yang sudah bergerak sejak awal pengamatan.
815. <br />Dengan so  menyatakan posisi awal benda dalam satuan meter.
816. <br />Di samping grafik v -  t di atas, pada gerak lurus terdapat juga
817. grafik s-t, yakni grafik yang  menyatakan hubungan antara jarak tempuh
818. (s) dan waktu tempuh (t)  seperti pada gambar di bawah.
819. <br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsfKEMCZKjiM7Z4wtowEPKjOtvVbDMQm1mdIGGD7fBNLGEt-GflxPNpXjSEK3biR_i1OJQNqdGQ-2yABuNOenxAo4X6RnIek-SVG2z0TufhRf8B2YZs0sgiXb_1bp2Qbqt_QbkcXnqFTw/s1600-h/fisx02_17.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412373997710206610" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsfKEMCZKjiM7Z4wtowEPKjOtvVbDMQm1mdIGGD7fBNLGEt-GflxPNpXjSEK3biR_i1OJQNqdGQ-2yABuNOenxAo4X6RnIek-SVG2z0TufhRf8B2YZs0sgiXb_1bp2Qbqt_QbkcXnqFTw/s320/fisx02_17.jpg" style="cursor: pointer; display: block; height: 172px; margin: 0px auto 10px; text-align: center; width: 174px;" /></a><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">Pada
820. saat t = 0 s,  jarak yang ditempuh oleh benda s = 0, pada saat t = 1 s,
821. jarak yang  ditempuh oleh benda s = 2 m, pada saat t = 2 s, jarak s = 4
822. m, pada saat  t = 3 s, jarak s = 6 s dan seterusnya. Berdasarkan hal
823. ini dapat kita  sim</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">pulkan bahwa benda  yang diwakili oleh grafik s - t pada gambar 9 di atas, be</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">rgerak dengan  kecepatan tetap 2 m/s (Ingat, kecepatan adalah jarak dibagi waktu). </span>  </i><br />
824. <div style="font-weight: bold;">
825. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Berdasarkan  gambar, kita dapat meramalkan jarak yang ditempuh benda dalam waktu  tertentu di luar waktu yang t</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>ertera pada  grafik.</i></span></div>
826. <div style="font-weight: bold;">
827. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>contoh  :</i></span></div>
828. <div style="font-weight: bold;">
829. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Gerak sebuah </i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>benda yang melakuka</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>n
830. GLB diwakili  oleh grafik s - t di bawah. Berdasarkan grafik tersebut,
831. hitunglah jarak  yang ditempuh oleh benda itu dalam waktu:
832. <br />a.  3 s
833. <br />b. 10 s</i></span></div>
834. <div style="font-weight: bold;">
835. <i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDs3aNYDAKn8gsZaRZWQBITeG5BgRySOh_5_vZse7poDEBJYhdNERRi6IKBLw1K7wGxz5R47-M6FZk5FxbJ0nHz7UL8zMeRJYG6HxRAEWlawBLVAcd18RzFfFF9tUVfzXh_KY4wqqC4dM/s1600-h/fisx02_19.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412375389146412418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDs3aNYDAKn8gsZaRZWQBITeG5BgRySOh_5_vZse7poDEBJYhdNERRi6IKBLw1K7wGxz5R47-M6FZk5FxbJ0nHz7UL8zMeRJYG6HxRAEWlawBLVAcd18RzFfFF9tUVfzXh_KY4wqqC4dM/s320/fisx02_19.jpg" style="cursor: pointer; display: block; height: 171px; margin: 0px auto 10px; text-align: center; width: 149px;" /></a></i></div>
836. <div style="font-weight: bold;">
837. <i>Jawab :<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">
838. </span></i></div>
839. <div style="font-weight: bold;">
840. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Diketahui:
841. <br />s<span style="font-size: 78%;">o</span> = 2 m</i></span><i>
842. <br /><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">v  = 4 m/s</span>
843. <br /><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">
844. <br />Ditanya:</span>
845. <br /><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">a. Jarak  yang ditempuh benda pada</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"> saat t = 3 s.
846. <br />b.  Jarak yang ditempuh benda pada saat  t = 10 s.
847. <br />
848. <br />Jawab: </span> </i></div>
849. <table border="0" style="font-weight: bold; width: 200px;"> <tbody>
850. <tr><td valign="top" width="16"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">a.</span></td><td valign="top" width="64"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">s  (t)
851. <br />s (3s) </span></td><td valign="top" width="106"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">= </span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">s<span style="font-size: 78%;">o</span> + v.t
852. <br />= 2 + 4 x 3</span>
853. <br />
854. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">=  14  m</span></td></tr>
855. </tbody></table>
856. <i>  </i><br />
857. <table border="0" style="font-weight: bold; width: 211px;"> <tbody>
858. <tr><td valign="top" width="16"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">b.</span></td><td valign="top" width="67"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">s  (t)
859. <br />s (10</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">s) </span></td><td valign="top" width="114"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">=   s<span style="font-size: 78%;">o</span> + v.t
860. <br />= 2 + 4 x 10
861. </span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">= 42  m</span></td></tr>
862. </tbody></table>
863. <div style="font-weight: bold;">
864. <span style="color: #993399;"><i># GERA</i></span><span style="color: #993399;"><i>K L</i></span><span style="color: #993399;"><i>URUS BERUBAH BERAT</i></span><span style="color: #993399;"><i>URAN (G</i></span><span style="color: #993399;"><i>LBB) #</i></span></div>
865. <div style="font-weight: bold;">
866. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>          Gerak lurus b</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>erubah
867. beraturan  (GLBB) adalah gerak benda dalam lintasan garis lurus dengan
868. percepatan  tetap. Jadi, ciri utama GLBB adalah bahwa dari waktu ke
869. waktu kecepatan  benda berubah, sem</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>akin lama  semakin cepat. Dengan kata lain gerak benda dipercepat. Namun demikian,  GLBB juga dapat </i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>berarti
870. bahwa  dari waktu ke waktu kecepatan benda berubah, semakin lambat
871. hingga  akhirnya berhenti. Dalam hal ini benda mengalami perlambatan
872. tetap.  Dalam modul ini, kita tidak menggunakan istilah perlambatan
873. untuk gerak  benda diperlambat. </i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Kita tetap saja  menamakann</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>ya percepatan,  hanya saja nilainya negatif. Jadi perlambatan s</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>ama  dengan percepatan negatif.</i></span><i>  </i></div>
874. <div style="font-weight: bold;">
875. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>Contoh sehari-</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>hari GLBB adalah peristiwa jatuh bebas. Benda jatuh dari  ketinggian tertentu di atas. Semakin lama bend</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>a  bergerak semakin cepat.</i></span></div>
876. <i> </i><br />
877. <div style="font-weight: bold;">
878. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>perhati</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>kanlah gambar di  bawah yang menyat</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>akan hubungan  antara kecepatan (v) dan waktu (t) sebuah benda yang bergerak lur</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>us berubah beraturan dipercepat.</i></span></div>
879. <div style="font-weight: bold;">
880. <i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizWfaEpepS725__6IJOGjMcG963193tED8VBzjiJ1ridsMSOB_VWSVwFNQ3PJxKj5TDSRocTa8BCd6KhkiZlT7cCxjvxsrV3YI1lJkmVUun_cMH9qS6kwbpGTcKk3qs_oOOGfc11_3UFo/s1600-h/fisx02_29.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412377064632721794" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizWfaEpepS725__6IJOGjMcG963193tED8VBzjiJ1ridsMSOB_VWSVwFNQ3PJxKj5TDSRocTa8BCd6KhkiZlT7cCxjvxsrV3YI1lJkmVUun_cMH9qS6kwbpGTcKk3qs_oOOGfc11_3UFo/s320/fisx02_29.jpg" style="cursor: pointer; display: block; height: 117px; margin: 0px auto 10px; text-align: center; width: 155px;" /></a></i></div>
881. <i>  </i><br />
882. <div style="font-weight: bold;">
883. <i>a. Besar percepatan benda</i></div>
884. <div style="font-weight: bold;">
885. <i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPfzlxZFp13uMjeIy5IYv1RVPmvBgONl6gSHP6lB87NgrDXh2xtK_jALDlFzgbtfb_SWth4CeAqy4MTPJ6YXmuu_F2gKWhORr2Ea0V4_9WBKLhMKa-RGe1XpvM-WXU6WoaFJczn8ygCik/s1600-h/fisx02_32.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412378281541556562" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPfzlxZFp13uMjeIy5IYv1RVPmvBgONl6gSHP6lB87NgrDXh2xtK_jALDlFzgbtfb_SWth4CeAqy4MTPJ6YXmuu_F2gKWhORr2Ea0V4_9WBKLhMKa-RGe1XpvM-WXU6WoaFJczn8ygCik/s320/fisx02_32.jpg" style="cursor: pointer; float: left; height: 42px; margin: 0pt 10px 10px 0pt; width: 135px;" /></a></i></div>
886. <i>  </i><br />
887. <div style="font-weight: bold;">
888. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>     dalam  hal  ini</i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>,
889. <br />v<span style="font-size: 78%;">1</span> = v<span style="font-size: 78%;">o</span></i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>
890. <br />v<span style="font-size: 78%;">2</span> =  v<span style="font-size: 78%;">t</span></i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>
891. </i></span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;"><i>t<span style="font-size: 78%;">1</span>  = 0
892. <br />                                             t<span style="font-size: 78%;">2</span> = t</i></span></div>
893. <div style="font-weight: bold;">
894. <i>sehingga ,</i></div>
895. <i>  </i><br />
896. <div style="font-weight: bold;">
897. <i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM2NRgvOqJrwZ4zAu_mGW8avBAp92ua_JRI-7StRNO5CyqEA8u0JavgcZblUTW9UjuxEW4G1HLbuTIYXbqmCNhlvE32cMaoGHetL3iKeUO5BBK_HTeEiTysQ9CeoViaZTOErK6UHTiAMk/s1600-h/fisx02_33.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412379626457963346" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM2NRgvOqJrwZ4zAu_mGW8avBAp92ua_JRI-7StRNO5CyqEA8u0JavgcZblUTW9UjuxEW4G1HLbuTIYXbqmCNhlvE32cMaoGHetL3iKeUO5BBK_HTeEiTysQ9CeoViaZTOErK6UHTiAMk/s320/fisx02_33.jpg" style="cursor: pointer; float: left; height: 39px; margin: 0pt 10px 10px 0pt; width: 94px;" /></a></i></div>
898. <i>  <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">atau </span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;"> a.t  = v<span style="font-size: 78%;">t</span> - v<span style="font-size: 78%;">o</span></span>  <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">kita dap</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">atkan :
899. <br />
900. <br />
901. <br />persamaan  kecep</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">atan GLBB :
902. </span>  <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMVODpoDJIB2XU1JX0xvQP05IesOsQ9IjdOOrgiM_FDntrvdZe_2xeS5lSB866qunke1EhkIpGgI2yifls9rirBFrY-z6aW51Jv5v6sApBQBhMi5-NDKSyblHceiP3MA53zh2E1H5AsEw/s1600-h/fisx02_34.jpg" style="font-weight: bold;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412380933750477506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMVODpoDJIB2XU1JX0xvQP05IesOsQ9IjdOOrgiM_FDntrvdZe_2xeS5lSB866qunke1EhkIpGgI2yifls9rirBFrY-z6aW51Jv5v6sApBQBhMi5-NDKSyblHceiP3MA53zh2E1H5AsEw/s320/fisx02_34.jpg" style="cursor: pointer; float: left; height: 34px; margin: 0pt 10px 10px 0pt; width: 102px;" /></a><span style="font-weight: bold;">        ket :</span> <span style="font-size: 85%; font-weight: bold;">                       v<span style="font-size: 78%;">o</span> =  kecepatan awal (m/s)
903. <br />        </span><span style="font-size: 85%; font-weight: bold;">v<span style="font-size: 78%;">t</span> = kecepatan</span><span style="font-size: 85%; font-weight: bold;"> akhir  (m/s)
904. <br />                                                a = percepatan (<img height="11" src="http://www.e-dukasi.net/mol/datafitur/modul_online/MO_68/images/ms2.JPG" width="24" />)
905. <br />                                                 t = selang waktu (s)</span>  <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">kecepatan  benda berubah dari v<span style="font-size: 78%;">o</span> menjadi v<span style="font-size: 78%;">t</span>  sehingga kecepatan rata-rata benda  dapat dituliskan:</span>
906. <br /><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">
907. </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFYI1635hmiefIX-5-QRwwjrDkK0HX1p_0IS0d7I9VJuc5VQ8xu67RFVdnVGLY-HZ0DBgOnQWr0SJ5uDi2q4JsMogajpxl3NJSKjH0dyuBjpyp_LJS_8sLuTdBz6rxpcOTL3nWiHGD-mQ/s1600-h/fisx02_35.jpg" style="font-weight: bold;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412387525374342530" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFYI1635hmiefIX-5-QRwwjrDkK0HX1p_0IS0d7I9VJuc5VQ8xu67RFVdnVGLY-HZ0DBgOnQWr0SJ5uDi2q4JsMogajpxl3NJSKjH0dyuBjpyp_LJS_8sLuTdBz6rxpcOTL3nWiHGD-mQ/s320/fisx02_35.jpg" style="cursor: pointer; float: left; height: 167px; margin: 0pt 10px 10px 0pt; width: 156px;" /></a>  <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">
908. <br />
909. <br />
910. </span>   <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">
911. <br />
912. <br />
913. <br />
914. <br />
915. <br />
916. <br />
917. <br />
918. <br />
919. <br />b.  Kecepatan rata-</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%; font-weight: bold;">rata :
920. <br />
921. </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx8oSSIEhE_80w8FzQzWdqbhD0Zlwt-wk3eUi0t55fYsjvFYPyeCm37NPIPv0wFXie8jP0wn34fkJo2uEpAt8w79ZHeTb_lua1hBJF0_PUVE3i7005JBLuIHkYh9Zz8Hu25oB_Uo9016Y/s1600-h/fisx02_37.jpg" style="font-weight: bold;"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412388536531734370" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx8oSSIEhE_80w8FzQzWdqbhD0Zlwt-wk3eUi0t55fYsjvFYPyeCm37NPIPv0wFXie8jP0wn34fkJo2uEpAt8w79ZHeTb_lua1hBJF0_PUVE3i7005JBLuIHkYh9Zz8Hu25oB_Uo9016Y/s320/fisx02_37.jpg" style="cursor: pointer; float: left; height: 43px; margin: 0pt 10px 10px 0pt; width: 105px;" /></a><span style="font-weight: bold;">  ket :</span> <span style="font-weight: bold;">             s =  Jarak yang ditempuh</span> <span style="font-weight: bold;">             a =  percepatan ( </span><span style="font-size: 85%; font-weight: bold;"><img height="11" src="http://www.e-dukasi.net/mol/datafitur/modul_online/MO_68/images/ms2.JPG" width="24" />)</span> <span style="font-weight: bold;">                                         vo = lecepatan awal (m/s)</span> <span style="font-weight: bold;">                                          t =  selang waktu (s)</span>  <span style="font-weight: bold;">contoh :</span></i><br />
922. <table border="0" style="font-weight: bold;"><tbody>
923. <tr><td valign="top" width="22"><br /></td><td colspan="2" valign="top"><div align="justify">
924. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">Benda  yang semula  diam didorong sehingga bergerak dengan percepatan tetap 3 <img height="11" src="http://www.e-dukasi.net/mol/datafitur/modul_online/MO_68/images/ms22.JPG" width="31" />.
925. <br />Berapakah besar kecepatan benda itu setelah  bergerak 5  s?</span></div>
926. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">Penyelesaian:</span>
927. <br />
928. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">Awalnya  benda diam, jadi v<span style="font-size: 78%;">o</span> =  0
929. <br />a = 3 <img height="11" src="http://www.e-dukasi.net/mol/datafitur/modul_online/MO_68/images/ms22.JPG" width="31" /></span>
930. <br />
931. <span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">t = 5 s
932. <br />Kecepatan  benda setelah 5 s:
933. </span></td></tr>
934. <tr><td valign="top"><br /></td><td valign="top" width="22"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">v<span style="font-size: 78%;">t</span> </span></td><td valign="top" width="520"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 85%;">=  v<span style="font-size: 78%;">o</span> + a.t
935. <br />= 0 + 3 . 5
936. <br />= 15  m/s</span></td></tr>
937. </tbody></table>
938. <i>
939. <br /><span style="color: #cc33cc;"># GERAK MELINGKAR BERUBAH BERATURAN #</span>
940. <br /><span style="font-weight: bold;">Adalah  gerak suatu benda dengan bentuk  lintasan melingkar dan besar percepatan sudut/anguler (α) konstan.</span>  </i><br />
941. <div class="style9" style="font-weight: bold;">
942. <i> Jika perecepatan  anguler benda searah dengan perubahan kecepatan anguler maka perputaran  benda semakin cepat, dan dikatakan <b>GMBB  dipercepat</b>.
943.  Sebaliknya jika percepatan anguler berlawanan arah dengan perubahan  
944. kecepatan anguler benda akan semakin lambat, dan dikatakan <b>GMBB  diperlambat</b>.</i></div>
945. <i>   </i><br />
946. <div class="style9">
947. <i>
948. <br /><b>1.  Percepatan Anguler (α)</b></i></div>
949. <i>   </i><br />
950. <div class="style9">
951. <i>Sebuah  benda bergerak  melingkar dengan laju anguler berubah beraturan  memiliki perubahan kecepatan  angulernya adalah :</i></div>
952. <i>   </i><br />
953. <div class="style9">
954. <i>Δω = ω<sub>2</sub> – ω<sub>1</sub>
955. <br />
956. <br />Dan  perubahan waktu kecepatan anguler  adalah Δt, maka di dapatkan :</i></div>
957. <i>    </i><br />
958. <div class="style9">
959. <i><img height="121" src="http://www.e-dukasi.net/mapok/mp_files/mp_264/images/sym_25.gif" width="138" /></i></div>
960. <div class="style9">
961. <i>∆ω<b> = </b>perubahan   kecepatan sudut (rad/s)
962. <br />∆t = selang waktu (s)
963. <br />α<b> = </b>percepatan  sudut/anguler (rads<sup>-2</sup>)</i></div>
964. <i>   </i><br />
965. <div class="style9">
966. <i>
967. <br />Sama  halnya  dengan Gerak Lurus Berubah Beraturan (GLBB), pada GMBB berlaku  juga :  </i></div>
968. <i>   <span class="style9">- Mencari  kecepatan sudut  akhir (ω<sub>t</sub>) :                     </span>   </i><i> <span class="style9"><b>  ω<sub>t</sub> = ω<sub>0 </sub>± α.t</b></span></i><br />
969. <i>    </i><br />
970. <div class="style9">
971. <i>- Mencari posisi sudut / besar sudut  (θ)   yang ditempuh:
972. <br />
973. <br /><b>  θ= ω<sub>0</sub> t ± α.t<sup>2</sup></b><b>
974. </b>
975. <br /><b>   x = R. θ</b>
976. <br />
977. <br /><b>  </b>Dapat diperoleh juga :
978. <br />
979. <br /><b>   ωt<sup>2</sup> = ω<sub>0</sub><sup>2</sup> ± 2 α.θ</b></i></div>
980. <i>    </i><br />
981. <div class="style9">
982. <i><i>dimana :</i>  </i></div>
983. <i>   </i><br />
984. <div class="style12">
985. <i>ωt = kecepatan  sudut/anguler keadaan akhir(rad/s)
986. <br />ω0  =  kecepatan sudut/anguler keadaan awal (rad/s)
987. <br />θ  =  besar  sudut  yang ditempuh (radian, putaran)
988. <br />1 rpm = 1 putaran  permenit      
989. <br />1  putaran = 360° = 2p<img height="11" src="http://www.e-dukasi.net/mapok/mp_files/mp_264/images/api.gif" width="11" /> rad.
990. <br />x = perpindahan  linier (m)
991. <br />t  =  waktu yang  diperlukan (s)
992. <br />R = jari-jari lintasan  (m)</i></div>
993. <div class="style12">
994. <span style="color: #cc33cc;"><i># GERAK  MELINGKAR BERATURAN #</i></span></div>
995. <i>
996.       Adalah partikel yang  bergerak melingkar dengan laju konstan,
997. arah vektor kecepatan berubah  terus menerus, tetapi besarnya tidak.<b><i></i></b> </i><i>Dalam
998.  gerak lurus anda mengenal besaran perpindahan (linear) dan kecepatan  
999. (linear), keduanya termasuk besaran vektor. Dalam gerak melingkar anda  
1000. akan mengenal juga besaran yang mirip dengan itu, yaitu perpindahan  
1001. sudut dan kecepatan sudut, keduanya juga termasuk besaran vektor.</i><br />
1002. <i>  </i><span style="color: navy;"><i><i><b>Besaran  fisis pada GMB</b></i></i></span><br />
1003. <i> </i><i>a.  Besaran  Sudut (Ø)</i><br />
1004. <i> </i><i><a href="http://sidikpurnomo.net/wp-content/uploads/2008/10/radian.jpg"><img alt="" class="alignnone size-medium wp-image-194" height="182" src="http://sidikpurnomo.net/wp-content/uploads/2008/10/radian.jpg" title="radian" width="176" /></a></i><br />
1005. <i> </i><i>Besar
1006. sudut Ø  dinyatakan dalam derajat tetapi pada gerak melingkar beraturan
1007. ini  dinyatakan dalam radian. Satu radian (rad) adalah sudut dimana
1008. panjang  busur lingkaran sama dengan jari-jari lingkaran tersebut (r).
1009. Jika s =  r, Ø bernilai 1 rad.</i><br />
1010. <i> </i><i><a href="http://sidikpurnomo.net/wp-content/uploads/2008/10/1-radian.jpg"><img alt="" class="alignnone size-medium wp-image-195" height="167" src="http://sidikpurnomo.net/wp-content/uploads/2008/10/1-radian.jpg" title="1-radian" width="174" /></a></i><br />
1011. <i> </i><i>Secara umum  besaran sudut Ø dituliskan :</i><br />
1012. <i> </i><i>Ø = s / r</i><br />
1013. <i> </i><i>dimana   s = 2∏ r , sehingga Ø = 2∏ rad</i><br />
1014. <i> </i><span style="color: navy;"><i><i><b>b.  Kecepatan dan kelajuan Sud</b></i></i></span><span style="color: navy;"><i><i><b>u</b></i></i></span><span style="color: navy;"><i><i><b>t (ω)</b></i></i></span><br />
1015. <i>  </i><i><a href="http://sidikpurnomo.net/wp-content/uploads/2008/10/angular-velocity.jpg"><img alt="" class="alignnone size-medium wp-image-196" height="124" src="http://sidikpurnomo.net/wp-content/uploads/2008/10/angular-velocity.jpg" title="angular-velocity" width="167" /></a></i><br />
1016. <i> </i><i>Pada gerak  melingkar, besaran yang menyatakan seberapa jauh benda berpindah (s)  dalam selang waktu tertentu (t) disebut <b><span style="color: blue;"><i>kecepatan anguler</i></span></b> atau <span style="color: blue;"><b><i>kecepatan sudut (ω)</i></b></span>.   Kecepatan sudut ini terbagi atas kecepatan sudut rata-rata dan  kecepatan sudut sesaat.</i><br />
1017. <i> </i><i><a href="http://sidikpurnomo.net/wp-content/uploads/2008/10/angular.jpg"><img alt="" class="alignnone size-medium wp-image-197" height="158" src="http://sidikpurnomo.net/wp-content/uploads/2008/10/angular.jpg" title="angular" width="213" /></a></i><br />
1018. <i> </i><i>Kecepatan  sudut rata-rata dituliskan sebagai :   ω = ΔØ / Δt</i><br />
1019. <i> </i><i>Kecepatan  sudut sesaat dinyatakan sebagai ω = lim ΔØ / Δt</i><br />
1020. <i> </i><i>Satuan  kecepatan sudut adalah rad/s.  Selain satuan ini, satuan kecepatan  sudut dapat pula ditulis dalam <b><i>rpm</i></b> (<i>rotation  per min</i><i>utes</i>) dimana 1 rpm = 2Π rad/menit = Π/30 rad/s.</i><br />
1021. <i>  </i><i>Sedangkan nilai atau besarnya kecepatan sudut disebut <span style="color: blue;"><b><i>kelajuan sudut.</i></b></span></i><br />
1022. <i>  </i><span style="color: navy;"><i><b><i>c.  Periode  (T)</i></b></i></span><br />
1023. <i> </i><i>Waktu yang  dibutuhkan  oleh suatu benda untuk bergerak satu putaran disebut <span style="color: blue;"><i><b>periode (T)</b></i></span>.  Waktu  yang dibutuhkan untuk menempuh satu putaran dinyatakan oleh :</i><br />
1024. <i>  </i><i>T = perpindahan sudut / kecepatan sudut</i><br />
1025. <i> </i><i>T  = 2Π / ω  dimana 2Π = perpindahan sudut (anguler) untuk satu putaran.</i><br />
1026. <i>  </i><i>Jika jumlah putaran benda dalam satu sekon dinyatakan sebagai  <span style="color: blue;"><b><i>frekuensi (f) </i></b></span>maka  diperoleh hubungan :</i><br />
1027. <i> </i><i>T = 1 / f   dimana f =  frekuensi dengan satuan <span style="color: blue;"><b><i>1/s</i></b></span>  atau <span style="color: blue;"><b><i>Hertz (Hz)</i></b></span>.</i><br />
1028. <i>  </i><span style="color: navy;"><i><b><i>d.   Kecepatan dan kelajuan linear (v)</i></b></i></span><br />
1029. <i> </i><i><a href="http://sidikpurnomo.net/wp-content/uploads/2008/10/v-linear-cm1.jpg"><img alt="" class="alignnone size-medium wp-image-199" height="166" src="http://sidikpurnomo.net/wp-content/uploads/2008/10/v-linear-cm1.jpg" title="v-linear-cm1" width="171" /></a></i><br />
1030. <i> </i><i>Kecepatan
1031.  linear didefinisikan sebagai hasil bagi panjang lintasan linear yang  
1032. ditempuh dengan selang waktu tempuhnya. Panjang lintasan dalam gerak  
1033. melingkar yaitu keliling lingkaran 2Π.r</i><br />
1034. <i> </i><i>Jika selang  waktu yang diperlukan untuk menempuh satu putaran adalah 1 periode (T),  maka :</i><br />
1035. <i> </i><i>Kecepatan linear dirumuskan :  v = 2Π.r / T   atau v = ω.r</i><br />
1036. <i> </i><i>Kecepatan
1037. linear ( v) memiliki  satuan m/s, r = jari-jari lintasan, dengan satuan
1038. meter dan ω =  kecepatan sudut dalam satuan rad/s</i><br />
1039. <i> </i><span style="color: blue;"><i><i><b>e.  Percepatan Sentripetal</b></i></i></span><br />
1040. <i>  </i><i><a href="http://sidikpurnomo.net/wp-content/uploads/2008/10/aceleration-cm.jpg"><img alt="" class="alignnone size-medium wp-image-200" height="167" src="http://sidikpurnomo.net/wp-content/uploads/2008/10/aceleration-cm.jpg" title="aceleration-cm" width="167" /></a></i><br />
1041. <i> </i><i>Pada
1042. saat  anda mempelajari gerak lurus beraturan sudah mengetahui bahwa
1043. percepatan  benda sama dengan nol. Benarkah kalau kita juga mengatakan
1044. percepatan  benda dalam gerak melingkar beraturan sama dengan nol? Dari
1045. gambar di  atas diketahui bahwa arah kecepatan linear pada gerak
1046. melingkar  beraturan selalu menyinggung lingkaran. Karena itu, kecepatan
1047. linear  disebut juga kecepatan tangensial.</i><br />
1048. <i> </i><i>Sekarang
1049. kita  akan mempelajari apakah vektor percepatan pada benda yang
1050. bergerak  melingkar beraturan nol atau tidak.Dari gambar di atas tampak
1051. bahwa  vektor kecepatan linear memiliki besar sama tetapi arah
1052. berbeda-beda. <i>  Oleh karena itu kecepatan linear selalu berubah sehingga harus ada  percepatan.</i>
1053. Dari gambar di atas tampak bahwa arah percepatan selalu  mengarah ke
1054. pusat lingkaran dan selalu tegak lurus dengan kecepatan  linearnya.
1055. Percepatan yang selalu tegak lurus terhadap kecepatan  linearnya dan
1056. mengarah ke pusat lingkaran ini disebut <span style="color: blue;"><b><i>percepatan sentripetal.</i></b></span></i><br />
1057. <i>  </i><i>Percepatan sentripetal pada gerak melingkar beraturan  dirumuskan :</i><br />
1058. <i> </i><i><a href="http://sidikpurnomo.net/wp-content/uploads/2008/10/perc-sentri.jpg"><img alt="" class="alignnone size-medium wp-image-201" height="63" src="http://sidikpurnomo.net/wp-content/uploads/2008/10/perc-sentri.jpg" title="perc-sentri" width="139" /></a></i><br />
1059. <i> </i><span style="color: navy;"><i><b>Contoh Soal :</b></i></span><br />
1060. <i>  </i><i>Sebuah
1061. roda dengan jari-jari 20 cm, berputar pada sumbunya  dengan kelajuan
1062. 6.000/Π rpm. Tentukan: (a). kelajuan sudut, frekuensi,  dan periodenya,
1063. (b). kelajuan linear sebuah titik atau dop pada roda dan  panjang
1064. lintasan titik yang ditempuh selama 10 s. (c) jumlah putaran  dalam 10
1065. s.</i><br />
1066. <i> </i><i><b><i>Pembahasan :</i></b></i><br />
1067. <i>  </i><i>1.  diketahui :  r = 20 cm = 0,2 m ;  ω = 6.000/Π rpm = 100/Π  rps = 200 rad/s</i><br />
1068. <i> </i><i>dijawab    :</i><br />
1069. <i> </i><i>(a).  Frekuensi    f = ω / 2Π = (200 rad/s)/2Π  = 100/Π Hz</i><br />
1070. <i> </i><i>(b).  Kelajuan linear pada titik luar</i><br />
1071. <i> </i><i>v = ω . r   = (200  rad/s). (0,2 m) = 40 m/s</i><br />
1072. <i> </i><i>(c)  Jumlah putaran  selama 10 s.  Sudut yang ditempuh selama 10 s adalah Ø = ω . t = 2.000  rad</i><br />
1073. <i> </i><i>1 putaran = 2Π rad sehingga jumlah putaran (n)  adalah  n = 2.000 rad/2Π =(1000/Π ) putaran.</i><br />
1074. <i> </i><i>2.
1075.  Sebuah benda bergerak melingkar beraturan dengan jari-jari lintasan 70
1076.  cm. Dalam waktu 20 s, benda tersebut melakukan putaran sebanyak 40
1077. kali.  (a). tentukan periode dan frekuensi putaran. (b) berapa laju
1078. linear  benda tersebut? (c). hibunglah kecepatan sudut benda tersebut.</i><br />
1079. <div class="style12">
1080. <span style="color: #cc33cc;"><i># GERAK  PARABOLA #</i></span></div>
1081. <div class="style12">
1082. <i>
1083. </i></div>
1084. <div class="style12">
1085. <i><span style="font-family: "; font-size: 12pt;"></span></i></div>
1086. <div class="style12">
1087. <i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDKuR9w-YmSLMels4vPnWG0LH7F9mW3Hl9qPLVekWSr_rKNn-GkR6GEvyeUNpPE7i-PMrNquXHawISbfbdblQ2h_V_4caHOPcUMol8usnViXi6gaGTejVU-GOXNNvFDIDgeXEBbM4Y_gs/s1600-h/gp.gif"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412400614176081858" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDKuR9w-YmSLMels4vPnWG0LH7F9mW3Hl9qPLVekWSr_rKNn-GkR6GEvyeUNpPE7i-PMrNquXHawISbfbdblQ2h_V_4caHOPcUMol8usnViXi6gaGTejVU-GOXNNvFDIDgeXEBbM4Y_gs/s320/gp.gif" style="cursor: pointer; display: block; height: 162px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a></i></div>
1088. <div class="style12">
1089. <i>Gerak parabola panduan dari GLB pada sumbu x dengan  GLB pada sumbu y.</i></div>
1090. <div class="style12">
1091. <i>Kecepatan awal (<i>v<sub>o</sub></i>)  gerak benda diwakili oleh v<sub>0x </sub>dan v<sub>0y</sub>.<sub> </sub>v<sub>0x</sub>  merupakan kecepatan awal pada sumbu x, sedangkan v<sub>0y </sub>merupakan  kecepatan awal pada sumbu y. v<sub>y</sub> merupakan komponen kecepatan  pada sumbu y dan v<sub>x</sub> merupakan komponen kecepatan pada sumbu  x. Pada titik tertinggi lintasan gerak benda, kecepatan pada arah  vertikal (v<sub>y</sub>) sama dengan nol.</i></div>
1092. <i>
1093. </i><br />
1094. <div style="text-align: justify;">
1095. <i><img alt="" class="aligncenter size-full  wp-image-2508" height="210" src="http://www.gurumuda.com/wp-content/uploads/2008/10/gerak-parabola-11.jpg" title="gerak-parabola-11" width="499" /></i></div>
1096. <div style="text-align: justify;">
1097. <i>Persamaan  untuk menghitung posisi dan kecepatan resultan dapat dirumuskan sebagai  berikut.</i></div>
1098. <i> </i><br />
1099. <div style="text-align: justify;">
1100. <span style="font-size: 130%;"><i><img alt="" class="aligncenter size-full  wp-image-2509" height="204" src="http://www.gurumuda.com/wp-content/uploads/2008/10/gerak-parabola-12.jpg" title="gerak-parabola-12" width="499" /></i></span></div>
1101. <div style="text-align: justify;">
1102. <span style="font-size: 130%;"><span style="font-weight: bold;"><i>2. GAYA</i></span></span></div>
1103. <div style="text-align: justify;">
1104. <span style="font-size: 130%;"><span style="font-weight: bold;"><i>       </i></span><i>Gaya  adalah tarikan atau dorongan yang diberikan kepada suatu benda.</i></span></div>
1105. <div style="text-align: justify;">
1106. <span style="font-size: 130%;"><i>
1107. </i></span></div>
1108. <div style="text-align: justify;">
1109. <i><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRZueKK_qXuN7fJKrV9yfH3y9PWKdSKd0dVBl7C1oxWJr7cIm-C0uFe0cXDMyqe7_L3PY3LvJ1XcRTrhPvbIw3hbWBoz40Iup_sBBndPxxBo9X5KMcsOp7nlcAqNB6lx0OMQYov5FKkck/s1600-h/peng.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5412407520776073250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRZueKK_qXuN7fJKrV9yfH3y9PWKdSKd0dVBl7C1oxWJr7cIm-C0uFe0cXDMyqe7_L3PY3LvJ1XcRTrhPvbIw3hbWBoz40Iup_sBBndPxxBo9X5KMcsOp7nlcAqNB6lx0OMQYov5FKkck/s320/peng.jpg" style="cursor: pointer; display: block; height: 85px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a></i></div>
1110. <div style="text-align: justify;">
1111. <span style="font-size: 130%;"><i>*  Macam-macam gaya :</i></span></div>
1112. <i> </i><br />
1113. <div style="text-align: justify;">
1114. <i><b>  a. Gaya  Normal</b>  </i></div>
1115. <div class="maju1" style="font-family: verdana; text-align: justify;">
1116. <span style="font-size: 100%;"><i>Ketika
1117.  balok jatuh telah sampai kelantai gaya gravitasi tetap bekerja
1118. walaupun  benda sudah berhenti. Sesuai Hukum III Newton , gaya aksi
1119. (Gaya Berat)  yang dikerjakan benda pada lantai akan menimbulkan gaya
1120. reaksi dari  lantai pada benda gaya ini di sebut Gaya Normal.
1121. <br />Arah gaya normal  selalu tegak lurus dengan permukaan  sentuh.</i></span></div>
1122. <i>  </i><br />
1123. <div face="verdana" style="text-align: justify;">
1124. <i><img height="45" src="http://www.e-dukasi.net/mapok/mp_files/mp_421/images/hal18.jpg" width="134" /></i></div>
1125. <i>  </i><br />
1126. <div face="verdana" style="text-align: justify;">
1127. <i>
1128. <br />             </i></div>
1129. <i>  </i><br />
1130. <div class="maju1" face="verdana" style="text-align: justify;">
1131. <i>Ada  beberapa  gaya normal pada benda berdasarkan posisi benda:</i></div>
1132. <i>  </i><br />
1133. <div face="verdana" style="text-align: justify;">
1134. <i><img src="http://www.e-dukasi.net/mapok/mp_files/mp_421/images/hal21.jpg" style="height: 149px; width: 411px;" /></i></div>
1135. <i>   </i><br />
1136. <div class="isiteks" style="font-family: verdana; text-align: justify;">
1137. <i><b>
1138. <br />b. Gaya  Gesekan</b></i></div>
1139. <i>  </i><br />
1140. <div class="maju1" face="verdana" style="text-align: justify;">
1141. <i>Gaya
1142.  gesekan adalah gaya yang ditimbulkan ketika dua permukaan benda saling
1143.  bersentuhan. Arah Gaya gesekan selalu berlawanan dengan arah gerak  
1144. benda. Ada dua jenis gaya gesekan, yakni :</i></div>
1145. <i>  </i><br />
1146. <div class="maju1" face="verdana" style="text-align: justify;">
1147. <i>• Gaya  gesekan  statis</i></div>
1148. <i>  </i><br />
1149. <div class="maju2" style="font-family: verdana; text-align: justify;">
1150. <i>Gaya
1151. gesekan statis adalah gaya  gesekan yang menyebabkan benda tidak dapat
1152. bergerak (statis ). Nilai  gaya gesekan statis maksimum pada benda
1153. artinya jika kita ingin  mendorong benda sampai dapat bergerak besarnya
1154. gaya yang dikerjakan  harus lebih besar daripada gaya gesek statis
1155. maksimum.
1156. <br />Besarnya gaya  ini:</i></div>
1157. <i>  </i><br />
1158. <div face="verdana" style="text-align: justify;">
1159. <i><img height="46" src="http://www.e-dukasi.net/mapok/mp_files/mp_421/images/hal22.jpg" width="133" /></i></div>
1160. <i>  </i><br />
1161. <div class="maju2" style="font-family: verdana; text-align: justify;">
1162. <i>dimana
1163. <br />µs =   koefisien gesek statis
1164. <br />N = Besarnya gaya normal pada benda</i></div>
1165. <i>   </i><br />
1166. <div face="verdana" style="text-align: justify;">
1167. <i>
1168. <br />             </i></div>
1169. <i>  </i><br />
1170. <div class="maju2" style="font-family: verdana; text-align: justify;">
1171. <i>Mengapa  anak  tersebut tidak mampu membuat lemari brankas bergerak..?</i></div>
1172. <i>   </i><br />
1173. <div class="maju2" style="font-family: verdana; text-align: justify;">
1174. <i>Hal itu terjadi  karena gaya yang di berikan anak itu masih  lebih kecil dari pada gaya gesek  statis maksimum lemari brankas.</i></div>
1175. <i>   </i><br />
1176. <div class="maju2" style="font-family: verdana; text-align: justify;">
1177. <i>Apa yang  terjadi bila anak itu mendorong dengan di bantu  kakaknya yang lebih dewasa?</i></div>
1178. <i>  </i><br />
1179. <div face="verdana" style="text-align: justify;">
1180. <i>
1181. <br />             </i></div>
1182. <i>  </i><br />
1183. <div class="maju2" style="font-family: verdana; text-align: justify;">
1184. <i>Ternyata   brankas itu dapat bergerak walaupun lajunya lambat.</i></div>
1185. <i>  </i><br />
1186. <div class="maju2" style="font-family: verdana; text-align: justify;">
1187. <i>Kelajuan  lambat  ini di karenakan gaya gesek statis yang bekerja pada lemari  brankas.</i></div>
1188. <i>  </i><br />
1189. <div class="maju1" face="verdana" style="text-align: justify;">
1190. <i>• Gaya gesekan  kinetis</i></div>
1191. <i>  </i><br />
1192. <div class="maju2" style="font-family: verdana; text-align: justify;">
1193. <i>Gaya
1194.  gesek kinetis adalah gaya gesek yang terjadi saat benda bergerak.gaya
1195. gesek kinetis menghambat laju benda, arah gaya gesek kinetic berlawanan
1196.  dengan arah gerak benda. Besarnya gaya gesek kinetis adalah:</i></div>
1197. <i>   </i><br />
1198. <div face="verdana" style="text-align: justify;">
1199. <i><img height="46" src="http://www.e-dukasi.net/mapok/mp_files/mp_421/images/hal24.jpg" width="135" /></i></div>
1200. <i>  </i><br />
1201. <div class="maju2" style="font-family: verdana; text-align: justify;">
1202. <i>Dimana:
1203. <br />µk =   koefisien gesek kinetic
1204. <br />N = Gaya normal benda, Newton</i></div>
1205. <i>  </i><br />
1206. <div class="isiteks" style="font-family: verdana; text-align: justify;">
1207. <i><b>
1208. <br />c.  Gaya  Sentripetal</b></i></div>
1209. <i>  </i><br />
1210. <div class="maju1" face="verdana" style="text-align: justify;">
1211. <i>Gaya
1212. Sentripetal adalah  gaya yang di miliki benda saat benda bergerak dalam
1213. lintasan berbentuk  lingkaran, dengan gaya sentripetal benda dapat
1214. bertahan pada  lintasannya.</i></div>
1215. <i>  </i><br />
1216. <div class="maju1" face="verdana" style="text-align: justify;">
1217. <i>Perhatikan  gerak benda di bawah ini!</i></div>
1218. <i>   </i><br />
1219. <div face="verdana" style="text-align: justify;">
1220. <i>
1221. <br />             </i></div>
1222. <i>  </i><br />
1223. <div class="maju1" face="verdana" style="text-align: justify;">
1224. <i>Gaya   sentripetal pada tali menyebabkan benda tetap dalam lintasan melingkar.</i></div>
1225. <i>  </i><br />
1226. <div class="maju1" style="font-family: verdana; font-weight: bold; text-align: justify;">
1227. <i>
1228. </i></div>
1229. <i> </i><br />
1230. <div class="maju1" style="font-family: verdana; text-align: justify;">
1231. <span style="font-weight: bold;"><i>d. Gaya Gravitasi</i></span><i>
1232. </i></div>
1233. <i>  </i><br />
1234. <div style="font-family: verdana; text-align: justify;">
1235. <i>
1236. </i></div>
1237. <i>   </i><br />
1238. <div style="text-align: justify;">
1239. <i>Gaya  Gravitasi </i></div>
1240. <div style="font-family: verdana; text-align: justify;">
1241. <i><b>Gravitasi</b>  adalah gaya  <a href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html" title="Tarik-menarik">tarik-menarik</a>  yang terjadi  antara semua partikel yang  mempunyai  massa  di alam  semesta.  Fisika modern mendeskripsikan gravitasi menggunakan <a class="mw-redirect" href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html" title="Teori Relativitas Umum">Teori  Relativitas  Umum</a> dari Einstein, namun hukum gravitasi universal <a href="http://id.wikipedia.org/wiki/Isaac_Newton" title="Isaac Newton">Newton</a>  yang lebih sederhana  merupakan hampiran yang cukup akurat dalam  kebanyakan kasus.</i></div>
1242. <i>  </i><br />
1243. <div style="font-family: verdana; text-align: justify;">
1244. <i>Sebagai contoh, Bumi
1245. yang memiliki massa  yang sangat besar menghasilkan gaya gravitasi yang
1246. sangat besar untuk  menarik benda-benda disekitarnya, termasuk makhluk
1247. hidup, dan benda  benda yang ada di bumi. Gaya gravitasi ini juga
1248. menarik benda-benda yang  ada diluar angkasa, seperti bulan, meteor, dan benda   angkasa laiinnya, termasuk satelite buatan  manusia.</i></div>
1249. <i>  </i><br />
1250. <div style="font-family: verdana; text-align: justify;">
1251. <i>Beberapa teori yang belum  dapat dibuktikan menyebutkan  bahwa gaya gravitasi timbul karena adanya partikel  <a class="new" href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html" title="Gravitron (halaman belum tersedia)">gravitron</a>   dalam setiap atom.</i></div>
1252. <i> </i><br />
1253. <h2 style="font-family: verdana; font-weight: bold; text-align: justify;">
1254.  
1255. <span style="font-size: 100%;"><span class="mw-headline" id="Hukum_Gravitasi_Universal_Newton"><i>Hukum  Gravitasi Universal Newton</i></span></span></h2>
1256. <i>  </i><br />
1257. <div style="font-family: verdana; text-align: justify;">
1258. <i>Hukum gravitasi  universal  Newton dirumuskan sebagai berikut:</i></div>
1259. <i>  </i>
1260. <br />
1261. <dl style="font-family: verdana; text-align: justify;"><dd><i>Setiap
1262. massa  titik menarik semua massa titik lainnya dengan gaya segaris
1263. dengan garis  yang menghubungkan kedua titik. Besar gaya tersebut
1264. berbanding lurus  dengan perkalian kedua massa tersebut dan berbanding
1265. terbalik dengan <a class="mw-redirect" href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html" title="Kuadrat">kuadrat</a> jarak antara  kedua massa  titik tersebut.</i></dd></dl>
1266. <i>  </i>
1267. <br />
1268. <dl style="font-family: verdana; text-align: justify;"><dd><i><img alt="F = G \frac{m_1 m_2}{r^2}" class="tex" src="http://upload.wikimedia.org/math/b/6/5/b65000f8f887a68545ce63eb1cada232.png" /></i></dd></dl>
1269. <i>   </i>
1270. <br />
1271. <dl style="font-family: verdana; text-align: justify;"><dd><i><i>F</i>  adalah besar dari gaya gravitasi antara kedua massa titik tersebut </i></dd><dd><i><i>G</i>  adalah konstanta   gravitasi </i></dd><dd><i><i>m</i><sub>1</sub> adalah besar massa  titik pertama </i></dd><dd><i><i>m</i><sub>2</sub> adalah besar massa  titik kedua </i></dd><dd><i><i>r</i> adalah jarak antara kedua massa  titik</i></dd></dl>
1272. <i>  </i><br />
1273. <div style="font-family: verdana; text-align: justify;">
1274. <i>Dalam <a class="mw-redirect" href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html" title="Sistem Internasional">sistem   Internasional</a>, <i>F</i> diukur dalam newton (N), <i>m</i><sub>1</sub>   dan <i>m</i><sub>2</sub> dalam kilograms (kg), <i>r</i>  dalam  meter  (m), dsn  konstanta <i>G</i> kira-kira sama dengan 6,67 × 10<sup>−11</sup>  N m<sup>2</sup>  kg<sup>−2</sup>.</i></div>
1275. <i>  </i><br />
1276. <div style="font-family: verdana; text-align: justify;">
1277. <i>Dari persamaan ini  dapat  diturunkan persamaan untuk menghitung Berat. Berat suatu benda  adalah  hasil kali massa benda tersebut dengan percepatan  gravitasi  bumi. Persamaan tersebut dapat dituliskan sebagai  berikut: <span class="texhtml"><i>W</i> = <i>m</i><i>g</i></span>. <i>W</i>  adalah gaya berat  benda tersebut, <i>m</i> adalah massa dan <i>g</i>  adalah percepatan gravitasi.  Percepatan gravitasi ini berbeda-beda dari  satu tempat ke tempat lain.</i></div>
1278. <i> </i><br />
1279. <div style="font-family: verdana; text-align: justify;">
1280. <i>
1281. </i></div>
1282. <i> </i><br />
1283. <div class="subjudul" style="font-family: verdana; text-align: justify;">
1284. <i>Hukum  Newton  tentang Gaya </i></div>
1285. <i>  </i><br />
1286. <div class="isiteks" style="font-family: verdana; text-align: justify;">
1287. <i><b>Hukum  I  Newton (Hukum Kelembaman)</b></i></div>
1288. <i>  </i><br />
1289. <div class="maju1" style="font-family: verdana; text-align: justify;">
1290. <i>Jika
1291. resultan gaya  yang berkerja pada benda sama dengan nol maka benda yang
1292. sedang diam  akan tetap diam dan benda bergerak lurus beraturan akan
1293. tetap bergerak  lurus beraturan</i></div>
1294. <i>  </i><br />
1295. <div style="font-family: verdana; text-align: justify;">
1296. <i><img height="59" src="http://www.e-dukasi.net/mapok/mp_files/mp_421/images/hal5.jpg" width="133" /></i></div>
1297. <i>  </i><br />
1298. <div style="font-family: verdana; text-align: justify;">
1299. <i>
1300. <br />             </i></div>
1301. <i>  </i><br />
1302. <div class="isiteks" style="font-family: verdana; text-align: justify;">
1303. <i><b>
1304. <br />Hukum  II  Newton</b></i></div>
1305. <i>  </i><br />
1306. <div class="maju1" style="font-family: verdana; text-align: justify;">
1307. <i>Percepatan
1308. suatu  benda berbanding lurus dengan gaya yang berkerja pada benda
1309. tersebut dan  berbanding terbalik dengan massa benda tersebut.</i></div>
1310. <i>  </i><br />
1311. <div style="font-family: verdana; text-align: justify;">
1312. <i><img height="145" src="http://www.e-dukasi.net/mapok/mp_files/mp_421/images/hal10.jpg" width="190" /></i></div>
1313. <i>  </i><br />
1314. <div class="maju1" style="font-family: verdana; text-align: justify;">
1315. <i>dari gerak  balok  dapat kita ketahui percepatan system di pengaruhi massa balok.</i></div>
1316. <i>   </i><br />
1317. <div style="font-family: verdana; text-align: justify;">
1318. <i>
1319. <br />             </i></div>
1320. <i>    </i><br />
1321. <div class="maju1" style="font-family: verdana; text-align: justify;">
1322. <i><b>Contoh   soal:</b></i></div>
1323. <i>  </i><br />
1324. <div class="maju2" style="font-family: verdana; text-align: justify;">
1325. <i>Berapakah gaya  yang di butuhkan untuk  mempercepat gerak sebuah motor yang bermassa 500 kg pada  percepatan 6  m/s<sup>2</sup>?
1326. <br />Jawab :
1327. <br />F = m.a = 500 . 6 = 3000 N</i></div>
1328. <i>  </i><br />
1329. <div class="isiteks" style="font-family: verdana; text-align: justify;">
1330. <i><b>
1331. <br />Hukum  III Newton  (Hukum aksi dan reaksi)</b></i></div>
1332. <i>  </i><br />
1333. <div class="maju1" style="font-family: verdana; text-align: justify;">
1334. <i>Bila
1335.  benda A mengerjakan gaya pada benda B maka benda B akan mengerjakan  
1336. gaya pada benda A sama besar dengan arah yang berlawanan.</i></div>
1337. <i> </i><br />
1338. <div style="font-family: verdana; text-align: justify;">
1339. <i>
1340. </i></div>
1341. <i>  </i><br />
1342. <h2 style="font-family: verdana; text-align: justify;">
1343.  
1344. <span style="font-size: 130%;"><span class="mw-headline" id="Introduksi_Tiga_Hukum_Kepler"><i>Introduksi Tiga Hukum Kepler</i></span></span></h2>
1345. <i>   </i><br />
1346. <h3 style="font-family: verdana; font-weight: bold; text-align: justify;">
1347.  
1348. <span style="font-size: 130%;"><span class="mw-headline" id="Secara_Umum"><i>Secara Umum</i></span></span></h3>
1349. <i>  </i><br />
1350. <div style="font-family: verdana; text-align: justify;">
1351. <i>Hukum
1352. hukum ini  menjabarkan gerakan dua badan yang mengorbit satu sama
1353. lainnya. Masa  dari kedua badan ini bisa hampir sama, sebagai contoh Charon—Pluto (~1:10), proporsi  yang  kecil, sebagain contol. Bulan—Bumi(~1:100), atau  perbandingan  proporsi yang besar, sebagai contoh Merkurius—<a href="http://id.wikipedia.org/wiki/Matahari" title="Matahari">Matahari</a>  (~1:10,000,000).</i></div>
1354. <i>  </i><br />
1355. <div style="font-family: verdana; text-align: justify;">
1356. <i>Dalam
1357. semua contoh diatas kedua badan mengorbit  mengelilingi satu pusat
1358. masa, barycenter, tidak satupun berdiri secara  sepenuhnya di atas fokus
1359. elips. Namun kedua orbit itu adalah elips  dengan satu titik fokus di
1360. barycenter. Jika ratio masanya besar, sebagai  contoh planet
1361. mengelilingi matahari, barycenternya terletak jauh di  tengah obyek yang
1362. besar, dekat di titik masanya. Di dalam contoh ini,  perlu digunakan
1363. instrumen presisi canggih untuk mendeteksi pemisahan  barycenter dari
1364. titik masa benda yang lebih besar. Jadi, hukum Kepler  pertama secara
1365. akurat menjabarkan orbit sebuah planet mengelilingi  matahari.</i></div>
1366. <i>  </i><br />
1367. <div style="font-family: verdana; text-align: justify;">
1368. <i>Karena
1369. Kepler menulis hukumnya untuk aplikasi orbit planet  dan matahari, dan
1370. tidak mengenal generalitas hukumnya, artikel wikini  ini hanya akan
1371. mendiskusikan hukum diatas sehubingan dengan matahari dan  
1372. planet-planetnya.</i></div>
1373. <i> </i><br />
1374. <div style="font-family: verdana; text-align: justify;">
1375. <i>
1376. </i></div>
1377. <i> </i><br />
1378. <h3 style="font-family: verdana; text-align: justify;">
1379.  
1380. <span class="mw-headline" id="Hukum_Pertama"><i>Hukum Pertama</i></span></h3>
1381. <i>  </i><br />
1382. <div class="thumb tright" style="font-family: verdana; text-align: justify;">
1383. <i>  </i><br />
1384. <div class="thumbinner" style="width: 182px;">
1385. <i><a class="image" href="http://id.wikipedia.org/wiki/Berkas:Ellipse_Kepler_Loi1.svg"><img alt="" class="thumbimage" height="150" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/56/Ellipse_Kepler_Loi1.svg/180px-Ellipse_Kepler_Loi1.svg.png" width="180" /></a>  </i><br />
1386. <div class="thumbcaption">
1387. <i> </i><br />
1388. <div class="magnify">
1389. <i><a class="internal" href="http://id.wikipedia.org/wiki/Berkas:Ellipse_Kepler_Loi1.svg" title="Perbesar"><img alt="" height="11" src="http://id.wikipedia.org/skins-1.5/common/images/magnify-clip.png" width="15" /></a></i></div>
1390. <i>Figure 2: Hukum Kepler pertama  menempatkan Matahari di satu  titik fokus edaran elips.</i></div>
1391. </div>
1392. </div>
1393. <i>   </i>
1394. <br />
1395. <dl style="font-family: verdana; text-align: justify;"><dd><i>"Setiap  planet bergerak dengan lintasan elips, matahari berada di salah satu   fokusnya."</i></dd></dl>
1396. <i>  </i><br />
1397. <div style="font-family: verdana; text-align: justify;">
1398. <i>Pada
1399. zaman Kepler, klaim diatas adalah radikal.  Kepercayaan yang berlaku
1400. (terutama yang berbasis teori epicycle) adalah  bahwa orbit harus
1401. didasari lingkaran sempurna. Pengamatan ini sangat  penting pada saat
1402. itu karena mendukung pandangan alam semesta menurut  Kopernikus. Ini
1403. tidak berarti ia kehilangan relevansi dalam konteks yang  lebih modern.</i></div>
1404. <i>  </i><br />
1405. <div style="font-family: verdana; text-align: justify;">
1406. <i>Meski
1407. secara teknis elips yang tidak sama  dengan lingkaran, tetapi sebagian
1408. besar planet planet mengikuti orbit  yang bereksentrisitas rendah, jadi
1409. secara kasar bisa dibilang  mengaproximasi lingkaran. Jadi, kalau
1410. ditilik dari observasi jalan  edaran planet, tidak jelas kalau orbit
1411. sebuah planet adalah elips.  Namun, dari bukti perhitungan Kepler, orbit
1412. orbit itu adalah elips, yang  juga memeperbolehkan benda-benda angkasa
1413. yang jauh dari matahari untuk  memiliki orbit elips. Benda-benda angkasa
1414. ini tentunya sudah banyak  dicatat oleh ahli astronomi, seperti komet
1415. dan asteroid. Sebagai contoh  Pluto, yang diobservasi pada akhir tahun
1416. 1930, terutama terlambat  diketemukan karena bentuk orbitnya yang sangat
1417. elipse dan kecil  ukurannya.</i></div>
1418. <i> </i><br />
1419. <h3 style="font-family: verdana; text-align: justify;">
1420.  
1421. <span class="mw-headline" id="Hukum_Kedua"><i>Hukum Kedua</i></span></h3>
1422. <i>   </i><br />
1423. <div class="thumb tright" style="font-family: verdana; text-align: justify;">
1424. <i> </i><br />
1425. <div class="thumbinner" style="width: 182px;">
1426. <i><a class="image" href="http://id.wikipedia.org/wiki/Berkas:Ellipse_Kepler_Loi2.svg"><img alt="" class="thumbimage" height="150" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/e9/Ellipse_Kepler_Loi2.svg/180px-Ellipse_Kepler_Loi2.svg.png" width="180" /></a>  </i><br />
1427. <div class="thumbcaption">
1428. <i> </i><br />
1429. <div class="magnify">
1430. <i><a class="internal" href="http://id.wikipedia.org/wiki/Berkas:Ellipse_Kepler_Loi2.svg" title="Perbesar"><img alt="" height="11" src="http://id.wikipedia.org/skins-1.5/common/images/magnify-clip.png" width="15" /></a></i></div>
1431. <i>Figure
1432. 3: Illustrasi hukum  Kepler kedua. Bahwa Planet bergerak lebih cepat
1433. didekat matahari dan  lambat dijarak yang jauh. Sehingga jumlah area
1434. adalah sama pada jangka  waktu tertentu.</i></div>
1435. </div>
1436. </div>
1437. <i>  </i>
1438. <br />
1439. <dl style="font-family: verdana; text-align: justify;"><dd><i>"Luas daerah yang disapu pada  selang waktu yang sama akan selalu  sama."</i></dd></dl>
1440. <i>  </i><br />
1441. <div style="font-family: verdana; text-align: justify;">
1442. <i>Secara matematis:</i></div>
1443. <i>   </i>
1444. <br />
1445. <dl style="font-family: verdana; text-align: justify;"><dd><i><img alt="\frac{d}{dt}(\frac{1}{2}r^2 \dot\theta) = 0" class="tex" src="http://upload.wikimedia.org/math/c/b/5/cb512cc77528509f6e3322a93f64cb88.png" /></i></dd></dl>
1446. <i>   </i><br />
1447. <div style="font-family: verdana; text-align: justify;">
1448. <i>dimana <img alt="\frac{1}{2}r^2 \dot\theta" class="tex" src="http://upload.wikimedia.org/math/a/c/9/ac9a78882057ab457dcae6ee056b2e57.png" />   adalah "areal velocity".</i></div>
1449. <i> </i><br />
1450. <h3 style="font-family: verdana; text-align: justify;">
1451.  
1452. <span class="mw-headline" id="Hukum_Ketiga"><i>Hukum Ketiga</i></span></h3>
1453. <i>  </i><br />
1454. <div style="font-family: verdana; text-align: justify;">
1455. <i>Planet
1456. yang  terletak jauh dari matahari memiliki perioda orbit yang lebih
1457. panjang  dari planet yang dekat letaknya. Hukum Kepelr ketiga
1458. menjabarkan hal  tersebut secara kuantitativ.</i></div>
1459. <i>  </i><br />
1460. <div style="font-family: verdana; text-align: justify;">
1461. <i>
1462. </i></div>
1463. <i>  </i>
1464. <br />
1465. <dl style="font-family: verdana; text-align: justify;"><dd><i>"Perioda  kuadrat suatu planet berbanding dengan pangkat tiga jarak  rata-ratanya  dari matahari."</i></dd></dl>
1466. <i>  </i><br />
1467. <div style="font-family: verdana; text-align: justify;">
1468. <i>Secara matematis:</i></div>
1469. <i>  </i>
1470. <br />
1471. <dl style="font-family: verdana; text-align: justify;"><dd><i><img alt=" {P^2} \propto {a^3} " class="tex" src="http://upload.wikimedia.org/math/6/5/f/65f08b32175c264212cd24fa6f0ce6a4.png" /></i></dd></dl>
1472. <i>   </i><br />
1473. <div style="font-family: verdana; text-align: justify;">
1474. <i>dimana <span class="texhtml"><i>P</i></span> adalah period orbit planet dan <span class="texhtml"><i>a</i></span> adalah axis semimajor orbitnya.</i></div>
1475. <i>   </i><br />
1476. <div style="font-family: verdana; text-align: justify;">
1477. <i>Konstant   proporsionalitasnya adalah semua sama untuk planet yang mengedar  matahari.</i></div>
1478. <i>  </i>
1479. <br />
1480. <dl style="font-family: verdana; text-align: justify;"><dd><i><img alt="\frac{P_{\rm planet}^2}{a_{\rm  planet}^3} = \frac{P_{\rm earth}^2}{a_{\rm earth}^3}. " class="tex" src="http://upload.wikimedia.org/math/2/b/3/2b370270c6afa47961ae205f0b02bc2a.png" /></i></dd></dl>
1481. <span style="font-weight: bold;"><i>e. Gaya Pegas</i></span><i>
1482. <br />
1483. <br />Bila  suatu benda dikenai sebuah gaya dan kemudian gaya tersebut
1484. dihilangkan,  maka benda akan kembali ke bentuk semula, berarti benda
1485. itu adalah benda  elastis. Namun pada umumnya benda bila dikenai gaya
1486. tidak dapat kembali  ke bentuk semula walaupun gaya yang bekerja sudah
1487. hilang. Benda seperti  ini disebut benda plastis. Contoh benda elastis
1488. adalah karet ataupun  pegas. Bila pegas ditarik melebihi batasn tertentu
1489. maka benda itu tidak  akan elastis lagi. Lalu bagaimanakah hubungan
1490. pertambahan panjang dengan  gaya tarik?
1491. <br />
1492. <br />Karena besarnya gaya pemulih sebanding besarnya  pertambahan panjang, maka dapat dirumuskan bahwa:
1493. <br />
1494. <br />
1495. <br />dengan,
1496. <br />k  = konstanta pegas
1497. <br />Fp = Gaya Pemulih (N)
1498. <br />x = Perpanjangan Pegas  (m)
1499. <br />Persamaan inilah yang disebut dengan Hukum Hooke. Tanda negatif  (-)
1500. dalam persamaan menunjukkan berarti gaya pemulih berlawanan arah  
1501. dengan arah perpanjangan.
1502. <br />
1503. <br /><span style="font-size: 130%;"><span style="font-weight: bold;">3. Elastisitas dan Hukum Hooke</span></span>
1504. <br />
1505. <br />     Bila suatu benda dikenai sebuah gaya dan kemudian gaya        
1506. tersebut dihilangkan, maka benda akan kembali ke bentuk semula, berarti
1507.        benda itu adalah benda elastis. Namun pada umumnya benda bila  
1508. dikenai gaya        tidak dapat kembali ke bentuk semula walaupun gaya  
1509. yang bekerja sudah hilang.        Benda seperti ini disebut benda  
1510. plastis. Contoh benda elastis adalah karet        ataupun pegas. Bila  
1511. pegas ditarik melebihi batasn tertentu maka benda itu        tidak akan
1512. elastis lagi. Lalu bagaimanakah hubungan pertambahan panjang        
1513. dengan gaya tarik?    </i><br />
1514. <ol class="olpengghs">
1515. <li><div class="parsatu">
1516. <i>Karena  besarnya gaya pemulih sebanding besarnya pertambahan panjang, maka  dapat dirumuskan bahwa:
1517. <br />   </i></div>
1518. <center><i>         <img alt="Gaya Pemulih" height="25" src="http://physica.890m.com/Images/gayapemulih.png" width="81" />
1519. <br /><span class="fontket">
1520. <br />dengan,
1521. <br />k =  konstanta pegas  
1522. <br />F<sub>p</sub> = Gaya Pemulih (N)
1523. <br />x =  Perpanjangan Pegas (m)</span>        </i></center><i> Persamaan
1524. inilah  yang disebut dengan Hukum Hooke. Tanda negatif (-) dalam
1525. persamaan  menunjukkan berarti gaya pemulih berlawanan arah dengan arah
1526. perpanjangan.   </i></li>
1527. <li><i><b>Modulus Elastisitas</b> </i><div class="parsatu">
1528. <i>
1529. Yang dimaksud dengan Mosdulus Elastisitas adalah  perbandingan antara
1530. tegangan dan regangan. Modulus ini dapat disebut  dengan sebutan Modulus
1531. Young. </i></div>
1532. <ol class="olnomorghs">
1533. <li><i><u>Tegangan  (Stress)</u>
1534. <br />Tegangan adalah gaya per satuan luas penampang. Satuan  tegangan adalah N/m<sup>2</sup> Secara matematis dapat           dituliskan:
1535. </i><center><i><img alt="Tegangan" src="http://physica.890m.com/Images/tegangan.png" /></i></center></li>
1536. <li><i><u>Regangan  (Strain)</u>
1537. <br />Regangan adalah perbandingan antara pertambahan panjang  suatu
1538. batang terhadap panjang awal mulanya bila batang itu diberi gaya.  
1539. Secara matematis dapat dituliskan:
1540. </i><center><i><img alt="Regangan" src="http://physica.890m.com/Images/regangan.png" /></i></center><i>  </i></li>
1541. </ol>
1542. <i> </i><div class="parsatu">
1543. <i>Dari
1544. kedua persamaan di  atas dan pengertian modulus elastisitas, kita dapat
1545. mencari persamaan  untuk menghitung besarnya modulus elastisitas, yang
1546. tidak lain adalah:
1547. </i></div>
1548. <center><i><img alt="Modulus Elastisitas / Young" src="http://physica.890m.com/Images/moduluselastisitas.png" /></i></center><i>Satuan untuk modulus  elastisitas adalah N/m<sup>2</sup> </i></li>
1549. <li><i><b>Gerak Benda di  Bawah Pengaruh Gaya Pegas</b>     </i><div class="parsatu">
1550. <i>Bila
1551. suatu  benda yang digantungkan pada pegas ditarik sejauh        x meter
1552. dan  kemudian dilepas, maka benda akan bergetar. Percepatan getarnya  
1553.      itu dapat dihitung dengan persamaan:
1554. </i></div>
1555. <center><i><img alt="Percepatan  Getar" src="http://physica.890m.com/Images/percepatangetar.png" /></i></center><i>
1556. Dari persamaan di atas, kita mengetahui bahwa  besarnya percepatan
1557. getar (a) sebanding dan berlawanan arah dengan  simpangan (x).</i></li>
1558. </ol>
1559. <span style="font-size: 130%; font-weight: bold;"><i>4. GERAK HARMONIS SEDERHANA</i></span><i>
1560. <br /><b></b>  </i><br />
1561. <div style="text-align: justify;">
1562. <i> </i></div>
1563. <div style="text-align: justify;">
1564. <i>Gerak
1565. harmonis sederhana yang dapat dijumpai dalam  kehidupan sehari-hari
1566. adalah getaran benda pada pegas dan getaran benda  pada ayunan
1567. sederhana. Kita akan mempelajarinya satu persatu.</i></div>
1568. <i>  </i><br />
1569. <div style="text-align: justify;">
1570. <i> </i></div>
1571. <div style="text-align: justify;">
1572. <i><b>Gerak Harmonis Sederhana pada Ayunan </b></i></div>
1573. <i>  </i><br />
1574. <div style="text-align: justify;">
1575. <i><img alt="" class="aligncenter  size-full wp-image-2112" height="230" src="http://www.gurumuda.com/wp-content/uploads/2008/10/11a.jpg" title="11a" width="246" /></i></div>
1576. <i> </i><i>  </i><br />
1577. <div style="text-align: justify;">
1578. <i>Ketika
1579. beban digantungkan pada  ayunan dan tidak diberikan gaya maka benda
1580. akan diam di titik  kesetimbangan B. Jika beban ditarik ke titik A dan
1581. dilepaskan, maka  beban akan bergerak ke B, C, lalu kembali lagi ke A.
1582. Gerakan beban akan  terjadi berulang secara periodik, dengan kata lain
1583. beban pada ayunan di  atas melakukan gerak harmonik sederhana<span style="font-weight: bold;">
1584. </span></i></div>
1585. <div style="text-align: justify;">
1586. <span style="font-size: 130%;"><span style="font-weight: bold;"><i>Simpangan, Kecepatan, dan Percepatan GHS</i></span></span><i>
1587. </i></div>
1588. <div style="font-weight: bold; text-align: justify;">
1589. <i>a. Simpangan GHS</i></div>
1590. <ol class="olpengghs">
1591. <li><ol class="olnomorghs">
1592. <li><i>          </i><div class="parsatu">
1593. <i>Untuk menghitung besarnya simpangan pada gerak  harmonis            sederhana digunakan rumus:
1594. </i></div>
1595. <center><i>              <img alt="Simpangan" src="http://physica.890m.com/Images/simpangan_1.png" />  atau  <img alt="Simpangan" height="35" src="http://physica.890m.com/Images/simpangan.png" width="151" />            </i></center><i>           Bila  besarnya sudut awal (Θ <sub>0</sub>) adalah 0 maka persamaan             simpangannya menjadi:
1596. </i><center><i>             <img alt="Simpangan Sudut  Awal 0" src="http://physica.890m.com/Images/simpangan2.png" />            </i></center><i>           </i><center><i>              <span class="fontket">dengan:
1597. <br />  y = simpangan (m)
1598. <br />  A =  amplitudo atau simpangan maksimum (m)
1599. <br />  t = waktu getar (s)
1600. <br />  w =  kecepatan sudut (rad/s)</span>            </i></center><i>
1601. <br /> Simpangan akan bernilai maksimum (y<sub>maks</sub>) jika sin wt = 1             sehingga persamaannya menjadi:
1602. </i><center><i>             <img alt="Simpangan Maksimal" src="http://physica.890m.com/Images/simpanganmaks.png" />            </i></center><i>                   </i></li>
1603. <li><i><u style="font-weight: bold;">Kecepatan  GHS</u>          </i><div class="parsatu">
1604. <i>Besarnya kecepatan gerak  harmonis dapat dicari dengan            persamaan:
1605. </i></div>
1606. <center><i>              <img alt="Kecepatan" height="22" src="http://physica.890m.com/Images/kecepatan.png" width="95" />            </i></center><i>            Besarnya kecepatan akan mencapai nilai maksimun bila besarnya cos  wt            = 1, sehingga persamaannya menjadi:
1607. </i><center><i>              <img alt="Kecepatan Maksimal" src="http://physica.890m.com/Images/kecepatanmaks.png" />            </i></center><i>                </i></li>
1608. <li><i><u>Percepatan  GHS</u>          </i><div class="parsatu">
1609. <i>Besarnya percepatan pada  gerak harmonis sederhana dapat            dihitung dengan rumus:
1610. </i></div>
1611. <center><i>              <img alt="Percepatan" src="http://physica.890m.com/Images/percepatan_1.png" />   atau                <img alt="Percepatan" src="http://physica.890m.com/Images/percepatan.png" />             </i></center><i>           Dan besarnya percepatan akan  mencapai nilai maksimal apabila besarnya            sin wt = 1,  sehingga:
1612. </i><center><i>             <img alt="Percepatan  Maksimal" src="http://physica.890m.com/Images/percepatanmaks.png" />            </i></center><i>
1613.           Besarnya percepatan  bernilai negatif menunjukkan arah
1614. percepatan a berlawanan             dengan arah perpindahan y (y adalah
1615. perpindahan dari titik keseimbangan)        </i></li>
1616. <i>
1617. <br /><u>Sudut Fase, Fase, dan Beda Fase GHS</u>
1618. </i><div class="parsatu">
1619. <i> Berdasarkan dari persamaan simpangan:
1620. </i></div>
1621. <center><i>            <img alt="Simpangan" height="35" src="http://physica.890m.com/Images/simpangan.png" width="151" />
1622. <br />bila diturunkan akan  menjadi,
1623. <br /><img alt="Sudut Fase" src="http://physica.890m.com/Images/sudutfase.png" />          </i></center><i>         Faktor Θ disebut  sudut fase, yaitu posisi sudut selama benda bergerak          harmonis. </i><div class="parsatu">
1624. <i>
1625. Fase atau tingkat getar adalah sudut fase dibagi  dengan          sudut
1626. tempuh selama satu putaran penuh. Sehingga  besarnya fase dapat
1627. dihitung          dari persamaan:
1628. </i></div>
1629. <center><i>            <img alt="Fase" src="http://physica.890m.com/Images/fase.png" />           </i></center><i>         Nilai fase biasanya hanya diambil  bilangan pecahannya saja Misalkannya          saja besarnya fase getaran  adalah <sup>1</sup>/<sub>4</sub>, 1<sup>1</sup>/<sub>4</sub>,          2<sup>1</sup>/<sub>4</sub>  maka besarnya fase cukup disebut <sup>1</sup>/<sub>4</sub>
1630.           saja karena posisi partikel yang bergetar untuk ketiga fase
1631. getar  tersebut          sama. Bilangan bulat di depan pecahan,
1632. menunjukkan  banyaknya getaran penuh          yang terlewati.</i><div class="parsatu">
1633. <i>Pembahasan  tentang fase dibagi menjadi dua, yaitu:   </i></div>
1634. <ol class="olfase">
1635. <li><i>Beda  fase getaran suatu titik dengan selang waktu t= t<sub>1</sub> dan t= t<sub>2</sub>
1636. <br />  Persamaan yang dipakai untuk menghitung besarnya beda fase dengan  selang waktu dari t<sub>1</sub> sampai t<sub>2</sub> adalah:
1637. <br />  <img alt="Beda Fase  dengan selang waktu" src="http://physica.890m.com/Images/bedafase_1.png" />   </i></li>
1638. <li><i>Beda fase dua getaran pada waktu  sama
1639. <br />Kita juga dapat menghitung beda fase dua getaran pada waktu  yang
1640. sama.            Misalkan dua getaran masing - masing dengan  periode T<sub>1</sub> dan            T<sub>2</sub> maka beda fase  keduanya setelah bergetar selama t sekon            dapat dicari dengan  persamaan:
1641. <br /><img alt="Beda Fase dengan waktu yang bersamaan" src="http://physica.890m.com/Images/bedafase_2.png" />
1642. <br />Dua kedudukan tersebut  akan dikatan sefase bila nilai beda fase
1643. merupakan            bilangan  cacah (tanpa pecahan ataupun desimal).
1644. Sebaliknya kedudukan             akan dikatakan berlawanan fase apabila
1645. nilai beda fase berupa bilangan             cacah+<sup>1</sup>/<sub>2</sub>(dengan pecahan ataupun  desimal).</i></li>
1646. </ol>
1647. </ol>
1648. <i>   </i></li>
1649. <li><i><b>Superposisi Dua  Simpangan Gerak Harmonis yang Segaris</b>     </i><div class="parsatu">
1650. <i>Jika
1651.  ada dua persamaan simpangan yang dialami oleh suatu        partikel  
1652. pada saat yang sama, maka simpangan akibat kedua getaran dapat        
1653. dicaari dengan dua cara, yaitu secara grafis dan secara maematis.  
1654. Berikut        adalah pembahasan mengenai kedua cara tersebut.</i></div>
1655. <i>     </i><ol class="olpengghs">
1656. <li><i><u>Secara Grafis</u>    </i><div class="parsatu">
1657. <i>Berikut adalah gambar Superposisi dua gerak harmonis  sederhana,
1658. </i></div>
1659. <center><i><img alt="Grafik Superposisi" src="http://physica.890m.com/Images/Grafik%20Superposisi.jpg" /></i></center><i>    </i></li>
1660. <li><i><u>Secara  Matematis</u>      </i><div class="parsatu">
1661. <i>Dalam
1662. perhitungan secara  matematis dua gerak harmonis            memiliki
1663. simpangannya masing -  masing. Untuk mencari simpangan superposisinya  
1664.         maka kedua  simpangan itu dijumlahkan (y = y<sub>1</sub> + y<sub>2</sub>)             sehingga didapatkan persamaan sebagai berikut:
1665. </i></div>
1666. <center><i><img alt="Superposisi  secara Matematis" src="http://physica.890m.com/Images/superposisi.png" /></i></center><i>       </i></li>
1667. </ol>
1668. <i>   </i></li>
1669. <li><i><b>Penurunan  Rumus Periode (T) dan Frekuensi (f)</b>     </i><div class="parsatu">
1670. <i>Dalam
1671.  pembahasan suba bab ini, kita akan membahasa mengenai        Periode  
1672. (T) dan frekuensi (f). Dalam bahasan ini, akan membahas pula mengenai  
1673.      gaya pemulih. Karena itu, pembahasannya akan dibatasi hanya sampai
1674.  pada        pegas dan ayunan sederhana.</i></div>
1675. <ol class="olpegas">
1676. <li><i><u>Pegas</u>     </i><div class="parsatu">
1677. <i>Dalam pegas untuk perhitungan Periodenya  digunakan rumus:
1678. </i></div>
1679. <center><i><img alt="Periode  Pegas" src="http://physica.890m.com/Images/periodepegas.png" /></i></center><i>
1680.           sedangkan besarnya frekuensi  berbanding terbalik dengan
1681. periodenya (            f = 1/T), sehingga  didapatkan rumus frekuensi
1682. sebagai berikut:
1683. </i><center><i><img alt="Frekuensi  Pegas" src="http://physica.890m.com/Images/frekuensipegas.png" />
1684. <br /><span class="fontket">dengan,
1685. <br />m = massa beban (kg)
1686. <br />    k  = konstanta pegas (N/m)</span></i></center><i>Sedangkan bila konstanta  pegas belum diketahui, konstatanya dapat dihitung dengan persamaan:
1687. </i><center><i><img alt="Konstanta  Pegas" src="http://physica.890m.com/Images/konstantapegas.png" />  
1688. <br /><span class="fontket">dengan,
1689. <br />g = gaya gravitasi (9,8  N/kg atau 10 N/kg)
1690. <br />x = perpanjangan pegas (m)</span></i></center><i>            Bila
1691. pegas yang dipakai lebih dari satu, maka untuk mencari  konstantanya    
1692.        harus menggunakan konstanta total. Untuk  menghitung konstanta
1693. total            tergantung dari rangkaian pegas  itu sendiri. Bila
1694. beberapa pegas dirangkai            secara <b>seri</b>,  maka untuk mencari konstanta totalnya            mengunakan rumus:
1695. </i><center><i><img alt="Konstanta Pegas Total Seri" src="http://physica.890m.com/Images/konstantapegasseri.png" /></i></center><i>     Sedangkan untuk  pegas yang dirangkai <b>paralel</b> mengunakan rumus:
1696. </i><center><i><img alt="Konstanta Pegas Total Paralel" src="http://physica.890m.com/Images/konstantapegaspar.png" /></i></center><i>       </i></li>
1697. <li><i><u>Ayunan  Sederhana</u>      </i><div class="parsatu">
1698. <i>Sedangkan dalam ayunan  sederhana untuk mencari besarnya            Periode digunakan rumus:
1699. </i></div>
1700. <center><i><img alt="Periode  Ayunan" src="http://physica.890m.com/Images/periodeayunan.png" /></i></center><i>Kemudian dalam mencari frekuensi, karena nilai  frekuensi berbanding terbalik dengan periode maka didapatkan rumus:  
1701. </i><center><i>              <img alt="Frekuensi  Ayunan" src="http://physica.890m.com/Images/frekuensiayunan.png" />
1702. <br /><span class="fontket">dengan,
1703. <br />l = panjang tali (m)
1704. <br />g =  gaya gravitasi bumi (m/s<sup>2</sup>)</span> </i></center></li>
1705. </ol>
1706. </li>
1707. </ol>
1708. <div style="font-weight: bold; text-align: justify;">
1709. <span style="font-size: 130%;"><i>
1710. </i></span></div>
1711. <div style="text-align: justify;">
1712. <span style="font-size: 130%; font-weight: bold;"><i>5. USAHA DAN ENERGI</i></span><i>
1713. <br /><i></i></i></div>
1714. <div style="font-weight: bold; text-align: justify;">
1715. <i>a. USAHA</i></div>
1716. <div style="text-align: justify;">
1717. <i>Usaha alias Kerja yang dilambangkan  dengan huruf W , digambarkan sebagai sesuatu yang dihasilkan oleh Gaya (<b>F</b>)  ketika Gaya bekerja pada benda hingga benda bergerak dalam jarak  tertentu. Hal yang paling sederhana adalah apabila Gaya (<b>F</b>)
1718.  bernilai konstan (baik besar maupun arahnya) dan benda yang dikenai  
1719. Gaya bergerak pada lintasan lurus dan searah dengan arah Gaya tersebut.</i></div>
1720. <i>  </i><br />
1721. <div style="text-align: justify;">
1722. <i>Secara
1723. matematis, usaha yang  dilakukan oleh gaya yang konstan didefinisikan
1724. sebagai hasil kali  perpindahan dengan gaya yang searah dengan
1725. perpindahan.</i></div>
1726. <i> </i><br />
1727. <div style="text-align: justify;">
1728. <i><img alt="usaha dan kerja-02" class="aligncenter size-full  wp-image-6525" height="99" src="http://www.gurumuda.com/wp-content/uploads/2008/10/usaha-dan-kerja-02.JPG" title="usaha dan kerja-02" width="292" /></i></div>
1729. <i> </i><br />
1730. <div style="text-align: justify;">
1731. <i> </i></div>
1732. <i>  </i><br />
1733. <div style="text-align: justify;">
1734. <i>Persamaan matematisnya adalah :</i></div>
1735. <i>  </i><br />
1736. <div style="text-align: justify;">
1737. <i>W = <i>Fs cos 0 = Fs (1) = Fs
1738. </i>  </i></div>
1739. <i> </i><br />
1740. <div style="text-align: justify;">
1741. <i>W adalah usaha alias  kerja, <i>F</i> adalah besar gaya yang searah dengan perpindahan dan <i>s  </i>adalah besar perpindahan.</i></div>
1742. <i> </i><br />
1743. <div style="text-align: justify;">
1744. <i> </i></div>
1745. <div style="text-align: justify;">
1746. <i>Apabila
1747. gaya  konstan tidak searah dengan perpindahan, sebagaimana tampak pada
1748. gambar  di bawah, maka usaha yang dilakukan oleh gaya pada benda
1749. didefinisikan  sebagai perkalian antara perpindahan dengan komponen gaya
1750. yang searah  dengan perpindahan. Komponen gaya yang searah dengan
1751. perpindahan adalah <i>F</i>  cos teta</i></div>
1752. <i>  </i><br />
1753. <div style="text-align: justify;">
1754. <i><img alt="usaha dan kerja-01" class="aligncenter  size-full wp-image-6524" height="121" src="http://www.gurumuda.com/wp-content/uploads/2008/10/usaha-dan-kerja-01.JPG" title="usaha dan kerja-01" width="290" /></i></div>
1755. <i> </i><br />
1756. <div style="text-align: justify;">
1757. <i> </i></div>
1758. <div style="text-align: justify;">
1759. <i>  </i></div>
1760. <i>  </i><br />
1761. <div style="text-align: justify;">
1762. <i>Secara matematis dirumuskan  sebagai berikut :</i></div>
1763. <i> </i><br />
1764. <div style="text-align: justify;">
1765. <i><img alt="usaha dan energi" class="aligncenter size-full wp-image-6521" height="44" src="http://www.gurumuda.com/wp-content/uploads/2008/10/usaha-dan-energi.JPG" title="usaha dan energi" width="191" /></i></div>
1766. <i> </i><br />
1767. <div style="text-align: justify;">
1768. <i>Hasil perkalian antara besar gaya (<i>F</i>)  dan besar perpindahan (<i>s</i>)
1769. di atas merupakan bentuk perkalian  titik atau perkalian skalar.
1770. Karenanya usaha masuk dalam kategori  besaran skalar. Pelajari lagi
1771. perkalian  vektor dan skalar kalau dirimu  bingun… Persamaan di atas
1772. bisa ditulis dalam bentuk seperti ini :</i></div>
1773. <i>  </i><br />
1774. <div style="text-align: justify;">
1775. <i><img alt="usaha dan kerja" class="aligncenter  size-full wp-image-6523" height="55" src="http://www.gurumuda.com/wp-content/uploads/2008/10/usaha-dan-kerja.JPG" title="usaha dan kerja" width="89" /></i></div>
1776. <i> </i><br />
1777. <div style="text-align: justify;">
1778. <i>Satuan
1779. Usaha dalam Sistem Internasional  (SI) adalah newton-meter. Satuan
1780. newton-meter juga biasa disebut Joule (  1 Joule = 1 N.m). menggunakan
1781. sistem CGS (Centimeter Gram Sekon),  satuan usaha disebut erg. 1 erg = 1
1782. dyne.cm. Dalam sistem British, usaha  diukur dalam foot-pound
1783. (kaki-pon). 1 Joule = 10<sup>7</sup> erg =  0,7376 ft.lb.</i></div>
1784. <i> </i><br />
1785. <div style="text-align: justify;">
1786. <i> </i></div>
1787. <div style="text-align: justify;">
1788. <i>Perlu
1789. anda pahami dengan baik bahwa  sebuah gaya melakukan usaha apabila
1790. benda yang dikenai gaya mengalami  perpindahan. Jika benda tidak
1791. berpindah tempat maka gaya tidak melakukan  usaha. Agar memudahkan
1792. pemahaman anda, bayangkanlah anda sedang  menenteng buku sambil diam di
1793. tempat. Walaupun anda memberikan gaya pada  buku tersebut, sebenarnya
1794. anda tidak melakukan usaha karena buku tidak  melakukan perpindahan.
1795. Ketika anda menenteng atau menjinjing buku sambil  berjalan lurus ke
1796. depan, ke belakang atau ke samping, anda juga tidak  melakukan usaha
1797. pada buku. Pada saat menenteng buku atau menjinjing tas,  arah gaya yang
1798. diberikan ke atas, tegak lurus dengan arah perpindahan.  Karena tegak
1799. lurus maka sudut yang dibentuk adalah 90<sup>o</sup>. Cos  90<sup>o</sup>
1800. = 0, karenanya berdasarkan persamaan di atas, nilai usaha  sama dengan
1801. nol. Contoh lain adalah ketika dirimu mendorong tembok  sampai puyeng…
1802. jika tembok tidak berpindah tempat maka walaupun anda  mendorong sampai
1803. banjir keringat, anda tidak melakukan usaha. Kita dapat  menyimpulkan
1804. bahwa sebuah gaya tidak melakukan usaha apabila gaya tidak  menghasilkan
1805. perpindahan dan arah gaya tegak lurus dengan arah  perpindahan.</i></div>
1806. <div style="text-align: justify;">
1807. <span style="font-weight: bold;"><i>b. ENERGI</i></span><i>
1808. </i></div>
1809. <div class="MsoNormal" style="line-height: normal; text-align: justify;">
1810. <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><span style="font-size: 100%;"><i>Segala
1811.  sesuatu yang kita lakukan dalam kehidupan sehari-hari membutuhkan  
1812. energi. Untuk bertahan hidup kita membutuhkan energi yang diperoleh dari
1813.  makanan. Setiap kendaraan membutuhkan energi untuk bergerak dan energi
1814.  itu diperoleh dari bahan bakar. Hewan juga membutuhkan energi untuk  
1815. hidup, sebagaimana manusia dan tumbuhan.</i></span></span></span></div>
1816. <i>   <span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><span style="font-size: 100%;">Energi
1817.  merupakan salah satu konsep yang paling penting dalam fisika. Konsep  
1818. yang sangat erat kaitannya dengan usaha adalah konsep energi. Secara  
1819. sederhana, energi merupakan kemampuan melakukan usaha. Definisi yang  
1820. sederhana ini sebenarnya kurang tepat atau kurang valid untuk beberapa  
1821. jenis energi (misalnya energi panas atau energi cahaya tidak dapat  
1822. melakukan kerja). Definisi tersebut hanya bersifat umum. Secara umum,  
1823. tanpa energi kita tidak dapat melakukan kerja. Sebagai contoh, jika kita
1824.  mendorong sepeda motor yang mogok, usaha alias kerja yang kita lakukan
1825.  menggerakan sepeda motor tersebut. Pada saat yang sama, energi kimia  
1826. dalam tubuh kita menjadi berkurang, karena sebagian energi kimia dalam  
1827. tubuh berubah menjadi <a href="http://www.gurumuda.com/energi-potensial-dan-energi-kinetik/" style="color: black;" title="energi kinetik">energi kinetik</a>
1828. <br />sepeda motor. Usaha  dilakukan ketika energi dipindahkan dari satu
1829. benda ke benda lain.  Contoh ini juga menjelaskan salah satu konsep
1830. penting dalam sains, yakni  kekekalan energi. Jumlah total energi pada
1831. sistem dan lingkungan  bersifat kekal alias tetap. Energi tidak pernah
1832. hilang, tetapi hanya  dapat berubah bentuk dari satu bentuk energi
1833. menjadi bentuk energi lain.  Mengenai Hukum Kekekalan Energi akan kita
1834. kupas tuntas dalam pokok  bahasan tersendiri.</span> <span style="font-size: 130%;">
1835. <br /><span style="font-weight: bold;">6. MOMENTUM, IMPULS, DAN TUMBUKAN
1836. <br />
1837. </span></span></span></span><span class="fullpost"><span style="font-weight: bold;">Definisi Momentum</span>
1838. <br />
1839. <br /><span style="font-weight: bold;">Momentum</span> <span style="font-style: italic;">adalah sebuah nilai dari perkalian materi yang bermassa /  memiliki bobot dengan pergerakan / kecepatan</span>. Dalam <span style="font-weight: bold;"><a href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html">Fisika</a></span>  <span style="font-weight: bold;">momentum dilambangkan dengan huruf ‘p’</span>,  secara matematis momentum dapat dirumuskan :
1840. <br />
1841. <br /><span style="font-weight: bold;">p= m . v</span>
1842. <br /><span style="font-style: italic;">p = momentum, m = massa, v = kecepatan / <span style="font-style: italic;">viscositas (dalam fluida)</span></span>
1843. <br />
1844. <br />Momentum  akan berubah seiring dengan perubahan massa dan kecepatan. Semakin  cepat <span style="font-style: italic;">pergerakan suatu materi</span>/benda
1845.  akan semakin besar juga momentumnya. Semakin besar momentum, maka  
1846. semakin dahsyat kekuatan yang dimiliki oleh suatu benda. Jika materi  
1847. dalam keadaan diam, maka momentumnya sama dengan nol. Sebaliknya semakin
1848.  cepat pergerakannya, semakin besar juga momentumnya. (<span style="font-style: italic;">Filosofi : Jika manusia tidak mau bergerak /  malas, maka hasil kerjanya sama dengan nol</span>).
1849. <br />
1850. <br /><span style="font-weight: bold;">Definisi Impuls</span>
1851. <br />
1852. <br /><span style="font-style: italic;">Impuls adalah selisih dari momentum atau  momentum awal dikurangi momentum akhir.</span> Dalam Fisika impuls  dilambangkan dengan simbol / huruf <span style="font-weight: bold;">"I"</span>.  Secara matematis impuls dirumuskan :
1853. <br />
1854. <br /><span style="font-weight: bold;">I = p2 – p1 = ∆p
1855. <br />I = m.v2 – m.v1
1856. <br />I = m(v2 – v1)
1857. <br />I = m.  ∆v
1858. </span>
1859. <br />Karena <span style="font-weight: bold;">m = F/a</span>  (bisa dibaca di <a href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html"><span style="font-weight: bold;">Aplikasi Hukum Newton Dalam Kehidupan</span></a>)  , maka :
1860. <br /><span style="font-weight: bold;">
1861. <br />I = F/a . ∆v
1862. <br />I =  [F/(∆v/∆t)] . ∆v
1863. <br />I = F . ∆t
1864. <br />F = I/∆t</span>
1865. <br />
1866. <br />I = impuls, p1 =  momentum awal, p2 = momentum akhir, F = gaya, ∆t = waktu sentuh, ∆v =  selisih kecepatan
1867. <br />
1868. <br />Nah, dari rumus <span style="font-weight: bold;">F = I/∆t</span> inilah letak <span style="font-weight: bold;">pemanfaatan  aplikasi momentum dan impuls</span>. <span style="font-style: italic;">Semakin
1869.  kecil waktu sentuh, maka semakin besar gaya yang akan diterima benda.
1870. Semakin lama waktu sentuh, maka semakin kecil gaya yang diterima benda.</span>
1871. <br />
1872. <br /><span style="font-weight: bold;">Aplikasi Momentum dan Impuls</span>
1873. <br />
1874. <br />Mobil  di desain untuk mudah penyok, hal ini bertujuan untuk
1875. memperbesar waktu  sentuh untuk memperkecil gaya yang diterima oleh
1876. pengendara. Dengan  demikian diharapkan, keselamatan pengemudi lebih
1877. dapat terjamin. Jika  kecepatannya besar, maka gaya yang diterima akan
1878. besar, sehingga  pengendara akan mengalami kecelakaan yang fatal. Jadi
1879. pesan saya jangan  ngebut, walaupun mobil sudah di design sedemikian
1880. rupa.
1881. <br />
1882. <br />Balon  udara pada mobil juga bertujuan untuk memperlambat waktu
1883. sentuh antara  kepala pengemudi dengan setir mobil. Ingat, semakin besar
1884. waktu sentuh,  maka semakin kecil gaya yang akan mengenai kepala
1885. pengemudi. Sabuk  pengaman juga fungsi dan cara kerjanya sama dengan
1886. balon udara pada  mobil, yakni untuk mengurangi waktu sentuh antara
1887. pengemudi dengan  dashboard mobil pada saat bersentuhan.
1888. </span><span style="font-size: 100%;"><span style="font-family: "; font-size: 12pt;"><span style="font-size: 130%;"><span style="font-weight: bold;">
1889. <br />
1890. </span></span></span></span></i><br />
1891. <div style="text-align: justify;">
1892. <i><b>JENIS-JENIS TUMBUKAN</b></i></div>
1893. <i>  </i><br />
1894. <div style="text-align: justify;">
1895. <i> </i></div>
1896. <div style="text-align: justify;">
1897. <i>Perlu
1898. anda ketahui bahwa biasanya dua benda yang  bertumbukan bergerak
1899. mendekat satu dengan yang lain dan setelah  bertumbukan keduanya
1900. bergerak saling menjauhi. Ketika benda bergerak,  maka tentu saja benda
1901. memiliki kecepatan. Karena benda tersebut  mempunyai kecepatan (dan
1902. massa), maka benda itu pasti memiliki momentum <i>(p  = mv) </i>dan juga <a href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html" title="Energi Kinetik">Energi  Kinetik</a> (EK = ½ mv<sup>2</sup>).</i></div>
1903. <div style="text-align: justify;">
1904. <i>
1905. </i></div>
1906. <div style="text-align: justify;">
1907. <i><b>TUMBUKAN  LENTING SEMPURNA</b></i></div>
1908. <i> </i><br />
1909. <div style="text-align: justify;">
1910. <i> </i></div>
1911. <div style="text-align: justify;">
1912. <i>Tumbukan
1913.  lenting sempurna tu maksudnya bagaimanakah ? Dua benda dikatakan  
1914. melakukan Tumbukan lenting sempurna jika Momentum dan Energi Kinetik  
1915. kedua benda sebelum tumbukan = momentum dan energi kinetik setelah  
1916. tumbukan. Dengan kata lain, pada tumbukan lenting sempurna berlaku Hukum
1917.  Kekekalan Momentum dan Hukum Kekekalan Energi Kinetik.</i></div>
1918. <div style="text-align: justify;">
1919. <i>
1920. </i></div>
1921. <div style="text-align: justify;">
1922. <i>Sekarang mari kita tinjau
1923. persamaan Hukum Kekekalan  Momentum dan Hukum Kekekalan Energi Kinetik
1924. pada perisitiwa Tumbukan  Lenting Sempurna. <i>Untuk memudahkan pemahaman dirimu, perhatikan  gambar di bawah.</i></i></div>
1925. <i> </i><i>  </i><br />
1926. <div style="text-align: justify;">
1927. <i><br /></i></div>
1928. <i> </i><br />
1929. <div style="text-align: justify;">
1930. <i>Dua benda, benda 1 dan benda 2 bergerak saling mendekat.  Benda 1 bergerak dengan kecepatan v<sub>1</sub> dan benda 2 bergerak  dengan kecepatan v<sub>2</sub>.
1931. Kedua benda itu bertumbukan dan  terpantul dalam arah yang berlawanan.
1932. Perhatikan bahwa kecepatan  merupakan besaran vektor sehingga
1933. dipengaruhi juga oleh arah. Sesuai  dengan kesepakatan, arah ke kanan
1934. bertanda positif dan arah ke kiri  bertanda negatif. Karena memiliki
1935. massa dan kecepatan, maka kedua benda  memiliki momentum <i>(p = mv)</i> dan energi kinetik <i>(EK = ½ mv<sup>2</sup>).  </i>Total Momentum dan Energi Kinetik kedua benda sama, baik sebelum  tumbukan maupun setelah tumbukan.</i></div>
1936. <div style="text-align: justify;">
1937. <i>
1938. </i></div>
1939. <div style="text-align: justify;">
1940. <i>Secara matematis, Hukum Kekekalan  Momentum dirumuskan sebagai berikut :</i></div>
1941. <i> </i><i> </i><br />
1942. <div style="text-align: justify;">
1943. <i><br /></i></div>
1944. <i> </i><br />
1945. <div style="text-align: justify;">
1946. <i><b>Keterangan :</b></i></div>
1947. <i> </i><br />
1948. <div style="text-align: justify;">
1949. <i><i>m<sub>1</sub> = massa benda 1, m<sub>2</sub>  = massa benda 2 </i></i></div>
1950. <i> </i><br />
1951. <div style="text-align: justify;">
1952. <i><i>v<sub>1</sub>  = kecepatan benda sebelum tumbukan dan  v<sub>2</sub> = kecepatan benda  2 Sebelum tumbukan</i></i></div>
1953. <i> </i><br />
1954. <div style="text-align: justify;">
1955. <i><i>v’<sub>1</sub>  = kecepatan benda Setelah  tumbukan, v’<sub>2</sub> = kecepatan benda 2  setelah tumbukan</i></i></div>
1956. <i> </i><br />
1957. <div style="text-align: justify;">
1958. <i>Jika  dinyatakan dalam momentum,</i></div>
1959. <i> </i><br />
1960. <div style="text-align: justify;">
1961. <i><i>m<sub>1</sub>v<sub>1</sub> = momentum benda 1 sebelum  tumbukan, m<sub>1</sub>v’<sub>1</sub> = momentum benda 1 setelah  tumbukan</i></i></div>
1962. <i> </i><br />
1963. <div style="text-align: justify;">
1964. <i><i>m<sub>2</sub>v<sub>2</sub>  = momentum benda 2 sebelum tumbukan, m<sub>2</sub>v’<sub>2</sub> =  momentum benda 2 setelah tumbukan</i></i></div>
1965. <i> </i><br />
1966. <div style="text-align: justify;">
1967. <i> </i></div>
1968. <div style="text-align: justify;">
1969. <i>Pada  Tumbukan Lenting Sempurna berlaku juga Hukum Kekekalan Energi Kinetik.  Secara matematis dirumuskan sebagai berikut :</i></div>
1970. <i> </i><br />
1971. <div style="text-align: justify;">
1972. <i><br /></i></div>
1973. <div style="text-align: justify;">
1974. <i>
1975. </i></div>
1976. <div style="font-weight: bold; text-align: justify;">
1977. <span style="font-size: 130%;"><i>TUMBUKAN LENTING SEBAGIAN</i></span></div>
1978. <div style="text-align: justify;">
1979. <i>Pada
1980. tumbukan lenting sebagian, Hukum Kekekalan Energi  Kinetik tidak
1981. berlaku karena ada perubahan energi kinetik terjadi ketika  pada saat
1982. tumbukan. Perubahan energi kinetik bisa berarti terjadi  pengurangan
1983. Energi Kinetik atau penambahan energi kinetik. Pengurangan  energi
1984. kinetik terjadi ketika sebagian energi kinetik awal diubah  menjadi
1985. energi lain, seperti energi panas, energi bunyi dan <a href="http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html" title="energi potensial">energi  potensial</a>.
1986. Hal ini yang membuat total energi kinetik akhir lebih  kecil dari total
1987. energi kinetik awal. Kebanyakan tumbukan yang kita  temui dalam
1988. kehidupan sehari-hari termasuk dalam jenis ini, di mana  total energi
1989. kinetik akhir lebih kecil dari total energi kinetik awal.  Tumbukan
1990. antara kelereng, tabrakan antara dua kendaraan, bola yang  dipantulkan
1991. ke lantai dan lenting ke udara, dll.</i></div>
1992. <i> </i><br />
1993. <div style="text-align: justify;">
1994. <i>Sebaliknya,
1995. energi kinetik akhir total  juga bisa bertambah setelah terjadi
1996. tumbukan. Hal ini terjadi ketika  energi potensial (misalnya energi
1997. kimia atau nuklir) dilepaskan. Contoh  untuk kasus ini adalah peristiwa
1998. ledakan.</i></div>
1999. <i> </i><br />
2000. <div style="text-align: justify;">
2001. <i>Suatu
2002. tumbukan lenting sebagian biasanya  memiliki koofisien elastisitas (e)
2003. berkisar antara 0 sampai 1. Secara  matematis dapat ditulis sebagai
2004. berikut :</i></div>
2005. <i> </i><br />
2006. <div style="text-align: justify;">
2007. <i><br /></i></div>
2008. <i> </i><i> </i><br />
2009. <div style="text-align: justify;">
2010. <i>Bagaimana
2011. dengan Hukum Kekekalan  Momentum ? Hukum Kekekalan Momentum tetap
2012. berlaku pada peristiwa  tumbukan lenting sebagian, dengan anggapan bahwa
2013. tidak ada gaya luar  yang bekerja pada benda-benda yang bertumbukan.</i></div>
2014. <i> </i><br />
2015. <div style="text-align: justify;">
2016. <i><b> </b></i></div>
2017. <i> </i><br />
2018. <div style="text-align: justify;">
2019. <i><b>TUMBUKAN TIDAK LENTING SAMA  SEKALI</b></i></div>
2020. <i> </i><br />
2021. <div style="text-align: justify;">
2022. <i> </i></div>
2023. <div style="text-align: justify;">
2024. <i>Bagaimana
2025. dengan tumbukan tidak lenting  sama sekali ? suatu tumbukan dikatakan
2026. Tumbukan Tidak Lenting sama  sekali apabila dua benda yang bertumbukan
2027. bersatu alias saling menempel  setelah tumbukan. Salah satu contoh
2028. populer dari tumbukan tidak lenting  sama sekali adalah pendulum
2029. balistik. Pendulum balistik merupakan sebuah  alat yang sering digunakan
2030. untuk mengukur laju proyektil, seperti  peluru. Sebuah balok besar yang
2031. terbuat dari kayu atau bahan lainnya  digantung seperti pendulum.
2032. Setelah itu, sebutir peluru ditembakkan pada  balok tersebut dan
2033. biasanya peluru tertanam dalam balok. Sebagai akibat  dari tumbukan
2034. tersebut, peluru dan balok bersama-sama terayun ke atas  sampai
2035. ketinggian tertentu (ketinggian maksimum). <i>Lihat gambar di  bawah…</i></i></div>
2036. <i> </i><br />
2037. <div style="text-align: justify;">
2038. <i><br /></i></div>
2039. <i> </i><i> </i><br />
2040. <div style="text-align: justify;">
2041. <i><i>Apakah pada Tumbukan Tidak Lenting  Sama sekali berlaku hukum Kekekalan Momentum dan Hukum Kekekalan Energi  Kinetik ? </i></i></div>
2042. <i> </i><br />
2043. <div style="text-align: justify;">
2044. <i>Perhatikan
2045.  gambar di atas. Hukum kekekalan momentum hanya berlaku pada waktu yang
2046.  sangat singkat ketika peluru dan balok bertumbukan, karena pada saat
2047. itu  belum ada gaya luar yang bekerja. Secara matematis dirumuskan
2048. sebagai  berikut :</i></div>
2049. <i> </i><br />
2050. <div style="text-align: justify;">
2051. <i>m<sub>1</sub>v<sub>1</sub>  + m<sub>2</sub>v<sub>2</sub> = m<sub>1</sub>v’<sub>1</sub> + m<sub>2</sub>v’<sub>2</sub></i></div>
2052. <i>  </i><br />
2053. <div style="text-align: justify;">
2054. <i>m<sub>1</sub>v<sub>1</sub> + m<sub>2</sub>(0)  = (m<sub>1</sub> + m<sub>2</sub>) v’</i></div>
2055. <i> </i><br />
2056. <div style="text-align: justify;">
2057. <i>m<sub>1</sub>v<sub>1 </sub>= (m<sub>1</sub>  + m<sub>2</sub>) v’—- <i>persamaan  1</i></i><br />
2058. <br />
2059. <br />
2060. <i><i>semog berguna... </i></i></div>
2061. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/143277858594501151/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/143277858594501151'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/143277858594501151'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/05/rangkuman-materi-fisika-kelas-11.html' title='rangkuman materi fisika kelas 11'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIsUuKgAsSrs8S-_Vu0XO60aJE5tW8XGmtrY8veFXU_4XmnZrBQIDcOb7dv3r2ommfDe-mqeGoPGf_gjAE5ntCmAxtw1jnGfZZo72QYAfFbh76C9KoKAiw6xecH2HYC4nwIuRmZjUGmFY/s72-c/fisx02_15.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-5629633759900820070</id><published>2012-05-10T22:33:00.001+07:00</published><updated>2012-05-10T22:36:12.614+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cara dan tips-tips"/><title type='text'>tips mengembalikan tampilan facebook ke versi lama</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
2062. semoga berguna buat kita !<br />
2063. <br />
2064. Sebelumnya saya sudah bahas tentang tentang bagaimana <a href="http://argayoga.blogspot.com/2012/05/tips-mengembalikan-tampilan-facebook-ke.html" target="_blank">mengaktifkan facebook timeline</a>
2065. karena ini merupakan fitur terbaru dari facebook dimana sebagian orang
2066. belum begitu mengetahui akan fitur terbaru ini. Setelah kamu
2067. mengaktifkan fitur timeline tersebut, tatkala juga kamu ingin
2068. mengembalikannya ke bentuk default atau profil lama. Saya sendiri juga
2069. ingin sekali profil facebook yang sekarang dalam modus timeline kembali
2070. ke profil yang jadul. Karena masing-masing orang beda selera ya,  gak
2071. semua suka yang baru-baru. <img alt="sengihnampakgigi" class="emoticon" src="http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/4.gif" title="sengihnampakgigi" /><br />
2072. <a name='more'></a><br />
2073. <br />
2074. <b>Mengembalikan tampilan facebook timeline</b>
2075. dari beberapa teman yang saya tanyain tentang ini, kata mereka sudah
2076. tidak bisa, kecewa juga saya karena ingin banget "back to old profile"
2077. dan ternyata gak ada caranya <img alt="nangih" class="emoticon" src="http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/20.gif" title="nangih" />. Terus gimana dong <b>cara mengembalikan tampilan facebook timeline ke semula</b>? <img alt="ihikhik" class="emoticon" src="http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/71.gif" title="ihikhik" /> saya dapat trik dan merupakan yang <a href="http://argayoga.blogspot.com/2012/05/tips-mengembalikan-tampilan-facebook-ke.html" target="_blank">terbaru di 2012</a>
2078. di coconias ini, hanya saja trik ini cuma bisa dinikmati di komputer
2079. kita saja. Tapi paling tidak, kamu bisa coba-coba dulu aja, kali aja
2080. bisa mengurangi galau kamu. <img alt="peace" class="emoticon" src="http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/67.gif" title="peace" /><br />
2081. <br />
2082. <a href="http://argayoga.blogspot.com/2012/05/tips-mengembalikan-tampilan-facebook-ke.html">Mengembalikan tampilan facebook timeline seperti semula</a> menggunakan add-on <i>User Agent Switcher</i> di mozzila firefox, langkah-langkanya ada dibawah ini.<br />
2083. <br />
2084. 1. Silahkan buka add-ons User Agent Switcher <a href="https://addons.mozilla.org/id/firefox/addon/user-agent-switcher/" target="_blank">disini</a>.<br />
2085. 2. Klik pada tombol "Add To Firefox" kemudian instal dan restart mozilla kamu.<br />
2086. <br />
2087. <img alt="Install add-ons User Agent Switcher" src="http://img600.imageshack.us/img600/8233/trikmengubahfacebooktim.jpg" style="width: 300px;" /><br />
2088. <br />
2089. 3.
2090. Kalau mozilla kamu dah terbuka lagi setelah restart, silahkan pilih
2091. menu "Tools" dan arahkan cursor kamu ke "Default User Agent" pilih
2092. "Internet Explorer" dan terakhir klik pada "Internet Explorer 7".<br />
2093. <br />
2094. <img alt="Mengembalikan Tampilan Facebook Timeline ke Profil Lama" src="http://img824.imageshack.us/img824/8233/trikmengubahfacebooktim.jpg" style="width: 400px;" /><br />
2095. <br />
2096. 4. Silahkan buka profile facebook kamu, dan lihat hasilnya. Sudah kembali ke profile lama kan. <img alt="sengihnampakgigi" class="emoticon" src="http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/4.gif" title="sengihnampakgigi" /><br />
2097. <br />
2098. Seperti
2099. yang sudah saya terangkan diatas, trik ini hanya berlaku di komputer
2100. kamu dan sudah terinstal add-ons User Agent Switcher nya. Sedangkan
2101. tampilan facebook kamu apabila dibuka oleh orang lain, masih tetap
2102. terlihat dalam bentuk facebook timeline. Juga, kalau kamu mau pindah
2103. komputer harus mengulangi langkah diatas.<br />
2104. <br />
2105. Oh ia hampir lupa, untuk <u>mengembalikan tampilan facebook timeline ke bentuk default</u>
2106. langsung saja pilih "Tools" kemudian "Internet Explorer 7" dan klik
2107. pada "Default User Agent". Jadi hampir sama seperti pada langkah ke-3
2108. diatas.<br />
2109. <br />
2110. <img alt="Mengembalikan Tampilan Facebook Timeline ke bentuk default" src="http://img600.imageshack.us/img600/8233/trikmengubahfacebooktim.jpg" style="width: 400px;" /><br />
2111. <br />
2112. Selamat mencoba, mohon maaf jika ada yang kurang &lt;img alt=&quot;kenyit&quot; class=&quot;emoticon&quot; src=&quot;http://us.i1.yimg.com/us.yimg.com/i/mesg/emoticons7/3.gif&quot; title=&quot;kenyit&quot; /&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/5629633759900820070/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/05/tips-mengembalikan-tampilan-facebook-ke.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/5629633759900820070'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/5629633759900820070'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/05/tips-mengembalikan-tampilan-facebook-ke.html' title='tips mengembalikan tampilan facebook ke versi lama'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-1912427093989441755</id><published>2012-05-08T23:12:00.000+07:00</published><updated>2012-05-08T23:12:31.421+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cara dan tips-tips"/><title type='text'>cara membuat karya ilmiah remaja</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
2113. semoga berguna buat kita !<br />
2114. <br />
2115. <b>Apa Karya Ilmiah Remaja (KIR)?</b>
2116. <br />
2117. <div style="text-align: justify;">
2118. Karya ilniah remaja (KIR), adalah karya
2119. ilmiah yang ditulis atau dikerjakan oleh kalangan remaja. Karya ilmiah
2120. maksudnya karya tulis yang penggarapannya mengikuti kaidah-kaidah
2121. ilmiah. Bukan dibuat dengan cara menghayal, bukan karya fiksi, bukan
2122. karya rekaan seperti; puisi, cerpen, novel, cerita bersambung, dongeng,
2123. dll. Karya ilmiah setidak-tidaknya harus mempunyai 3 (tiga) syarat,
2124. yakni: (1) isi kajiannya berada dalam lingkup pengetahuan ilmiah, (2)
2125. cara penggarapannya menggunakan metode ilmiah, dan (3) cara
2126. penyajiannya/ penulisannya memenuhi syarat sebagai karya ilmiah.<br />
2127. <a name='more'></a></div>
2128. <div style="text-align: justify;">
2129. <b>2. Apa Modal Utama agar Bisa Menyusun Karya ilmiah Remaja (KIR)?</b></div>
2130. <div style="text-align: justify;">
2131. KIR bukan karya hayalan. Oleh karena itu
2132. seorang yang ingin menyusun KIR tidak bisa hanya dengan menghayal
2133. langsung bisa menyusun KIR. Mereka harus membekali diri dengan
2134. dasar-dasar ilmu pengetahuan sesuai dengan bidang garapan KIR yang akan
2135. dikerjakan. Yang paling penting untuk diperhatikan yang ingin menyusun
2136. KIR harus menanyakan dirinya sendiri: Apakah saya punya modal motivasi
2137. yang cukup besar untuk bisa menyusun KIR? Yang dimaksud modal motivasi
2138. adalah: (1) Mempunyai keinginan dari kesadaran sendiri untuk bisa
2139. menyusun KIR? (2) Mempunyai semangat pantang menyerah mengumpulkan
2140. teori-teori untuk menyusun KIR baik dari buku-buku, majalah, internet,
2141. atau bertanya dan berdiskusi dengan orang-orang yang ahli dalam bidang
2142. garapan KIR? (3) Mempunyai rasa ingin tahu dan tidak mudah percaya
2143. dengan hal-hal yang ada di sekitar kita sebelum ditelusuri secara detail
2144. dari segi ilmiahnya? (4) Mempunyai kemampuan mensintesa antar
2145. teori-teori yang dipahami dan mengkaitkan fenomena-fenomena yang ada di
2146. sekitar kita?</div>
2147. <div style="text-align: justify;">
2148. <b>3. Bagaimana Langkah-langkah Menyusun KIR?</b></div>
2149. <div style="text-align: justify;">
2150. <span id="more-31"></span></div>
2151. <div style="text-align: justify;">
2152. Untuk menjamin hasil KIR yang baik, maka perlu disiapkan langkah-langkah utama dalam kegiatan penelitian ilmiah sebagai berikut.</div>
2153. <ol style="text-align: justify;">
2154. <li>Memilih Ide Penelitian</li>
2155. <li>Studi Pendahuluan</li>
2156. <li>Merumuskan Masalah</li>
2157. <li>Merumuskan Manfaat Penelitian</li>
2158. <li>Memilih Tinjauan Pustaka / Landasan Teori</li>
2159. <li>Merumuskan Hipotesis (Jika perlu)</li>
2160. <li>Memilih Metode Penelitian</li>
2161. <li>Menentukan Variabel atau Sumber Data</li>
2162. <li>Menentukan dan Menyusun Intrumen</li>
2163. <li>Mengumpulkan Data</li>
2164. <li>Menganalisis Data</li>
2165. <li>Menarik Kesimpulan</li>
2166. <li>Menulis Laporan KIR</li>
2167. <li>Melengkapi lampiran-lampiran</li>
2168. </ol>
2169. <div style="text-align: justify;">
2170. <b>4. Bagaimana Cara Memilih Ide Penelitian?  </b></div>
2171. <div style="text-align: justify;">
2172. Memilih ide penelitian memerlukan suatu
2173. kepekaan dari calon peneliti. Ide atau masalah penelitian bisa diperoleh
2174. dari berbagai cara. Di antaranya:</div>
2175. <ol style="text-align: justify;">
2176. <li>Dari membaca laporan penelitian-penelitian yang sudah dilakukan oleh
2177. peneliti sebelumnya dirasakan perlu dilakukan penelitian lanjutan,
2178. penelitian pendalaman, atau penelitian pengembangan;</li>
2179. <li>Dari mengamati: (a) fenomena-fenomena atau kejadian yang terjadi di
2180. alam sekitar kita; (b) kegiatan yang dilakukan masyarakat untuk
2181. meningkatkan kesejahteraan dan taraf hidupnya; (c) cara kerja yang
2182. dilakukan orang untuk mempercepat proses atau meningkatkan mutu hasil
2183. produksinya; (d) hasil diskusi orang-orang sekitar kita atau forum
2184. ilmiah yang membahas tentang mencari solusi suatu masalah.</li>
2185. <li>Mencari titik-titik singgung atau kesesuaian secara logika dua atau
2186. lebih teori-teori yang diketahui. Contoh: Dari teori menyebutkan lapisan
2187. ozon menipis sehingga terjadinya global warming salah satu penyebabnya
2188. adalah adanya gas buang N2O dan CO2 ke udara. Teori lain menyebutkan
2189. bahwa gas N2O dan CO2 dihasilkan oleh banyak hal, di antaranya oleh
2190. tanaman yang diberikan pupuk kimia (Urea atau NPK) yang digunakan
2191. petani. Titik singgungnya adalah: adakah jenis pupuk lain (ramah
2192. lingkungan) yang tidak terlalu banyak menghasilkan gas N2O dan CO2?</li>
2193. <li>Mencari cara-cara baru atau teknologi baru untuk mempermudah cara
2194. kerja dari pada cara-cara kerja yang selama ini secara tradisi dilakukan
2195. orang atau masyarakat. Cara-cara baru untuk meningkatkan jumlah hasil
2196. produksi dari pada cara-cara yang selama ini secara tradisi dilakukan
2197. orang atau masyarakat. Cara-cara baru untuk meningkatkan mutu hasil
2198. produksi dari pada cara-cara yang selama ini secara tradisi dilakukan
2199. orang atau masyarakat.</li>
2200. <li>Memanfaatkan suatu bahan yang selama ini terbuang menjadi limbah
2201. oleh masyarakat padahal secara teori suatu bahan itu mengandung
2202. unsur-unsur yang dapat dimanfaatkan jika dilakukan pengolahan seperti
2203. limbah dapur atau pedagang sayur untuk kompos, limbah serbuk gergaji
2204. kayu untuk media tanaman atau bahan bakar kompor, tai ternak untuk bio
2205. gas, tombong kelapa untuk selai, dll.</li>
2206. <li>Pesanan pihak luar untuk dilakukan penelitian. Dalam hal ini dapat
2207. dicontohkan dari tema atau topik penelitian yang sudah ditetapkan oleh
2208. pihak panitia Lomba KIR karena ada kepentingan khusus. Misalnya
2209. perusahan TELKOMSEL mengadakan lomba KIR berjudul “Keunggulan Produk
2210. Telkomsel dalam Persaingan Media Komunikasi di Indonesia”</li>
2211. </ol>
2212. <div style="text-align: justify;">
2213. <b>5. Apakah Setiap Ide Penelitian dapat Dijadikan Penelitian? </b></div>
2214. <div style="text-align: justify;">
2215. Ide penelitian yang akan diteliti untuk menjamin akan menghasilkan KIR yang baik minimal harus:</div>
2216. <div style="text-align: justify;">
2217. (1) Sesuai dengan minat peneliti sehingga peneliti lebih bersemangat dan dengan senang hati mengerjakan penelitian tersebut</div>
2218. <div style="text-align: justify;">
2219. (2) Memiliki potensi besar penelitian bisa dikerjakan dengan modal dasar:</div>
2220. <blockquote>
2221. <ol>
2222. <li>Peneliti mempunyai kemampuan, landasan teori, dan pengalaman pengetahuan dalam bidang yang akan diteliti tersebut.</li>
2223. <li>Tersedia waktu yang cukup untuk melakukan penelitian sehingga penelitian tidak asal selesai.</li>
2224. <li>Peneliti siap secara fisik untuk mengobservasi, mengumpulkan data, dan menyusun laporan penelitian.</li>
2225. <li>Peneliti siap secara material atau dana untuk biaya-biaya yang dibutuhkan.</li>
2226. </ol>
2227. </blockquote>
2228. <div style="text-align: justify;">
2229. (3) Tersedia faktor pendukung. Pendukung utama adalah:</div>
2230. <blockquote>
2231. <ol>
2232. <li>Tersedia data yang bisa diperoleh baik data primer (digali sendiri) maupun sekunder (dikutip dari data yang sudah ada).</li>
2233. <li>Ada ijin dari pihak berwenang. Walaupun ide atau masalah penelitian
2234. sangat menarik untuk diteliti namun jika tidak dapat ijin dari pihak
2235. yang berwenang.</li>
2236. <li>Keamanan peneliti terjamin. Maksudnya, meskipun data awal ada, minat
2237. ada, kemampuan juga ada, tetapi jika dalam penelitian mengancam
2238. keselamatan peneliti sebaiknya penelitian dikaji ulang.</li>
2239. </ol>
2240. </blockquote>
2241. <div style="text-align: justify;">
2242. (4)   Hasil penelitian harus bermanfaat bagi kelompok masyarakat tertentu atau masyarakat umum.</div>
2243. <div style="text-align: justify;">
2244. <b>6.   Jika telah ada Ide atau Masalah yang Diteliti, Bisakah Penelitian Langsung Dilakukan?</b></div>
2245. <div style="text-align: justify;">
2246. Sebaiknya jangan terburu-buru langsung
2247. melakukan penelitian ke lapangan. Sebab resikonya akan menghadapi banyak
2248. hambatan dan kebingungan menggali data yang belum tentu cocok atau
2249. sesuai dengan yang dibutuhkan dalam penelitian.</div>
2250. <div style="text-align: justify;">
2251. Sebelum melakukan penelitian yang
2252. sesungguhnya, seharusnya dilakukan studi pendahuluan, yakni observasi
2253. awal menjajagi kemungkinan penelitian dapat dilakukan. Observasi awal
2254. ini penting dilakukan untuk mencari informasi awal guna mempertajam atau
2255. memperjelas ide atau masalah yang akan diteliti.</div>
2256. <div style="text-align: justify;">
2257. Fungsi studi pendahuluan adalah:</div>
2258. <ol style="text-align: justify;">
2259. <li>untuk mengetahui dengan pasti hal-hal yang akan diteliti.</li>
2260. <li>untuk mengetahui dengan pasti siapa informan (yang akan dimintai keterangan) dan mereka mau memberikan informasi.</li>
2261. <li>untuk mengetahui dengan pasti cara-cara mendapatkan data atau informasi.</li>
2262. <li>untuk mengetahui dengan pasti cara-cara menganalisis data</li>
2263. </ol>
2264. <div style="text-align: justify;">
2265. Sesuai dengan fungsinya, studi
2266. pendahuluan harus dilakukan pada: (1) rencana lokasi penelitian, (2)
2267. calon-calon informan, (3) alat-alat yang akan digunakan dalam
2268. penelitian, (4) lembaga-lembaga yang akan memberikan data penelitian,
2269. (5) sumber-sumber hasil-hasil penelitian sebelumnya, (5) buku-buku /
2270. internet yang dibutuhkan teori-teori pendukungnya, dan (6) kesanggupan
2271. pembimbing yang akan memberikan bimbingan selama melakukan penelitian.</div>
2272. <div style="text-align: justify;">
2273. 7.  <b>Bagaimana Merumuskan Judul dan Masalah Penelitian? </b></div>
2274. <div style="text-align: justify;">
2275. Apabila telah diperoleh ide penelitian
2276. dan informasi yang cukup dari studi pendahuluan maka langkah berikutnya
2277. adalah merumuskan judul dan masalah penelitian. Judul dan masalah
2278. penelitian adalah hal yang terpenting dilakukan agar penelitian yang
2279. dilakukan lebih terarah dan akurat dalam pengumpulan teori penelitian
2280. serta data pendukung.</div>
2281. <div style="text-align: justify;">
2282. Judul penelitian dirumuskan dari ide
2283. penelitian. Judul karya ilmiah hendaknya dinyatakan dengan akurat dan
2284. padat permasalahan serta bentuk tindakan yang dilakukan peneliti sebagai
2285. upaya pemecahan masalah. Formulasi judul hendaknya singkat, jelas, dan
2286. sederhana namun secara tersirat telah menampilkan sosok karya ilmiah.
2287. Dari kalimat judul penelitian sudah dapat digambarkan hal yang diteliti
2288. dan secara tidak langsung dapat diketahui manfaatnya bagi masyarakat
2289. tertentu atau masyarakat umum. Inti kalimat judul penelitian adalah “<b><i>Hal yang diteliti dan objeknya</i></b>” dapat ditambah “<b><i>manfaatnya</i></b>” jika dipandang perlu.</div>
2290. <div style="text-align: justify;">
2291. Contoh judul penelitian KIR:</div>
2292. <ol style="text-align: justify;">
2293. <li>Pengaruh Pemanfaatan Kompos Daun Nangka dan Limbah Sayuran terhadap
2294. Kadar N2O Tanah Sawah Subak Wos Teben di Desa Batuan, Kecamatan Sukawati</li>
2295. <li>Pemanfaatan Tombong Buah Kelapa sebagai Alternatif Bahan Pembuat Selai yang Bergizi dan Disukai Konsumen.</li>
2296. <li>Pemanfaatan Minyak Jinten untuk Meningkatkan Kemampuan Otak</li>
2297. <li>Pemanfaatan Sabut Kelapa Sebagai Agregat Dalam Pembuatan Beton</li>
2298. <li>Pemanfaatan Jantung Pisang (Musa paradisiaca) Sebagai Bahan Pengawet Daging.</li>
2299. <li>Studi Komparasi Antara Kualitas Salak Bali dengan Salak Bangkalis.</li>
2300. </ol>
2301. <div style="text-align: justify;">
2302. Merumuskan masalah penelitian dilakukan
2303. dengan memilah judul penelitian yang mengandung beberapa variabel yang
2304. harus dicarikan jawaban berdasarkan data-data yang nanti akan
2305. dikumpulkan.</div>
2306. <div style="text-align: justify;">
2307. Kita ambil contoh judul nomor (1) di atas
2308. “Pengaruh Pemanfaatan Kompos Daun Nangka dan Limbah Sayuran terhadap
2309. Kadar N2O Tanah Sawah Subak Wos Teben di Desa Batuan, Kecamatan Sukawati
2310. “. Dari judul itu dipilah menjadi 3 variabel, yakni</div>
2311. <ol style="text-align: justify;">
2312. <li>kadar kadar N2O yang dihasilkan kompos daun nangka.</li>
2313. <li>kadar kadar N2O yang dihasilkan kompos limbah sayuran.</li>
2314. <li>pengaruh kompos daun nangka dan limbah sayuran terhadap kadar N2O dalam tanah</li>
2315. </ol>
2316. <div style="text-align: justify;">
2317. Dari pemilahan judul penelitian menjadi 3 variabel tersebut sebut tinggal dirumuskan menjadi kalimat pertanyaan yakni:</div>
2318. <ol style="text-align: justify;">
2319. <li>Bagaimana kadar kadar N2O yang dihasilkan kompos daun nangka?</li>
2320. <li>Bagimana kadar kadar N2O yang dihasilkan kompos limbah sayuran?</li>
2321. <li>Bagaimana pengaruh kompos daun nangka dan limbah sayuran terhadap kadar N2O dalam tanah?</li>
2322. </ol>
2323. <div style="text-align: justify;">
2324. Rumusan masalah penelitian ini khusus
2325. untuk point (3) dapat ditambah dengan tempat penelitian yakni 
2326. “Bagaimana pengaruh kompos daun nangka dan limbah sayuran terhadap kadar
2327. N2O dalam tanah Sawah Subak Wos Teben di Desa Batuan, Kecamatan
2328. Sukawati?</div>
2329. <div style="text-align: justify;">
2330. Jika sudah sampai pada tahap perumusan
2331. masalah penelitian langkah selanjutnya yakni merumuskan tujuan
2332. penelitian dapat dilakukan dengan sangat mudah yakni mengubah rumusan
2333. masalah penelitian menjadi tujuan dengan menghilangkan kata “bagaimana”
2334. menjadi kalimat “untuk mengetahui” dan di akhir kalimat rumusan masalah
2335. ada tanda tanya “?” dalam rumusan tujuan penelitian dihilangkan atai
2336. diganti dengan tanda titik (.).</div>
2337. <div style="text-align: justify;">
2338. Lihatlah sekali lagi rumusan masalah penelitian tersebut di atas. Bandingkan dengan rumusan tujuan penelitian berikut ini.</div>
2339. <ol style="text-align: justify;">
2340. <li>Untuk mengetahui kadar kadar N2O yang dihasilkan kompos daun nangka.</li>
2341. <li>Untuk mengetahui kadar kadar N2O yang dihasilkan kompos limbah sayuran.</li>
2342. <li>Untuk mengetahui pengaruh kompos daun nangka dan limbah sayuran terhadap kadar N2O dalam tanah.</li>
2343. </ol>
2344. <div style="text-align: justify;">
2345. Jadi rumusan tujuan penelitian dalam
2346. karya tulis ilmiah berkaitan langsung dengan masalah penelitian. Sebab
2347. rumusan tujuan penelitian adalah untuk mengetahui atau menjawab masalah
2348. yang diajukan dalam penelitian.</div>
2349. <div style="text-align: justify;">
2350. 8.  <b>Perlukah Dirumuskan Masalah Penelitian? </b></div>
2351. <div style="text-align: justify;">
2352. Jawabnya perlu. Sebab sekecil apapun atau
2353. sederhana apapun penelitian yang dilakukan pasti ada manfaat dari hasil
2354. yang nantinya dicapai. Paling tidak bermanfaat bagi penulis/ peneliti
2355. bahwa penelitian itu untuk menambah wawasan tentang hal yang sedang
2356. diteliti. Penelitian ilmiah yang baik adalah penelitian yang memberikan
2357. manfaat yang cukup besar bagi banyak orang. Bahkan penelitian Albert
2358. Einstein memberikan manfaat sangat besar dan mengubah cara pandang orang
2359. di muka bumi ini tentang ilmu pengetahuan dan teknologi.</div>
2360. <div style="text-align: justify;">
2361. Jadi rumusan manfaat penelitian dapat diformulakan sebagai berikut.</div>
2362. <ol style="text-align: justify;">
2363. <li>Bagi Masyarakat</li>
2364. <li>Bagi Pemerintah (jika dipandang perlu)</li>
2365. <li>Bagi penulis</li>
2366. </ol>
2367. <div style="text-align: justify;">
2368. 9.  <b>Bagaimana Caranya Menyusun Tinjauan Pustaka atau Landasan Teori? </b></div>
2369. <div style="text-align: justify;">
2370. Tinjauan pustakan atau bisa disebut
2371. landasan teori masuk ke Bab II dalam karya tulis ilmiah. Ada juga
2372. tinjauan pustaka digabungkan dengan Bab I yaitu <b>Pendahuluan. </b>Tetapi
2373. hal itu tidak terlalu prinsip. Artinya tidak karena beda penempatan
2374. tinjauan pustaka menyebabkan karya tulis ilmiah itu didiskualifikasikan
2375. oleh juri atau panitia lomba karya tulis ilmiah.</div>
2376. <div style="text-align: justify;">
2377. Yang penting untuk dipahami adalah
2378. bagaimana cara menyusun tinjauan pustaka. Cara atau tips yang praktis
2379. untuk menyiapkan diri dalam menyusun tinjauan pustaka dapat dijelaskan
2380. sebagai berikut.</div>
2381. <div style="text-align: justify;">
2382. (1)  Pahami betul judul penelitian dan
2383. masalah penelitian. Apakah variabel-variabel yang ada dalam judul
2384. penelitian atau masalah penelitian. Sebab tinjauan pustakan pada
2385. dasarnya adalah teori-teori yang perlu dipahami atau diketahui terlebih
2386. dahulu oleh peneliti sebelum dilakukan penelitian sehingga penelitian
2387. tidak salah arah. Jika teori belum diketahui peneliti atau penulis mana
2388. mungkin dia bisa melakukan peneliti.</div>
2389. <div style="padding-left: 30px; text-align: justify;">
2390. Contoh pembanding dalam
2391. kegiatan sehari-hari kita, suatu hari kita disuruh orang mencari
2392. seseorang ibu di pasar karena anak bayinya dititipkan sedang menangis.
2393. Sedangkan kita tidak tahu dan tidak pernah mengenal si ibu bayi itu.
2394. Kalau sosok ibu-ibu di pasar banyak tetapi manakah ibu yang diperlukan
2395. oleh bayi itu. Jika kita langsung mencari sosok ibu yang dimaksud di
2396. kerumunan orang-orang di pasar sama saja dengan buang-buang waktu dan
2397. tenaga dan kemungkinan besar kita akan kehilangan arah pencarian. Oleh
2398. karena itu yang perlu dilakukan sebelum mencari sosok ibu yang dimaksud
2399. adalah menanyakan ciri-ciri si ibu. Dalam penelitian ilmiah ciri-ciri si
2400. ibu itu disebut dengan tinjauan pustaka. Dari ciri-ciri si ibu atau
2401. dari tinjauan pustakan itulah kita akan memiliki kesiapan melakukan
2402. penelitian.</div>
2403. <div style="text-align: justify;">
2404. (2)  Dari variabel-variabel dalam judul
2405. dan masalah penelitian dapat dicatat pointer-pointer tinjauan pustaka
2406. yang perlu dicari atau diburu    baik di perpustakaan, toko buku,
2407. menanyakan orang-orang sekitar yang mungkin punya buku yang berkaitan,
2408. dan melacak di media internet. Bahan dari buku-buku, majalah, atau
2409. internet paling tidak untuk satu pointer variabel didukung oleh 2 (dua)
2410. sumber. Kalau terpaksa hanya dapat 1 (satu) sumber masih bisa diterima
2411. daripada tidak ada tinjauan pustaka sama sekali.</div>
2412. <div style="text-align: justify;">
2413. Dari judul yang dijadikan contoh tersebut di atas: “<b>Pengaruh
2414. Pemanfaatan Kompos Daun Nangka dan Limbah Sayuran terhadap Kadar N2O
2415. Tanah Sawah Subak Wos Teben di Desa Batuan, Kecamatan Sukawati</b>”. Rumusan tinjauan pustaka yang mesti dicari adalah:</div>
2416. <div style="text-align: justify;">
2417. -       Gas N2O yang dihasilkan tanah sawah</div>
2418. <div style="text-align: justify;">
2419. -       Pupuk organik kaitannya dengan gas N2O yang dihasilkan</div>
2420. <div style="text-align: justify;">
2421. -       Pupuk Anorganik kaitannya dengan gas N2O yang dihasilkan</div>
2422. <div style="text-align: justify;">
2423. (3)  Tinjauan pustaka dirumuskan secara
2424. berurutan sesuai dengan variabel-variabel yang terkandung dalam judul
2425. dan  masalah penelitian sehingga menjadi satu rangkaian logika kerangka
2426. berpikir ilmiah si peneliti. Dari kemampuan mengurutkan tinjauan
2427. pustakan itulah tim juri atau penguji Lomba Karya Tulis Ilmiah dapat
2428. mengetahui keteraturan cara berpikir dan logika ilmiah yang dimiliki si
2429. peneliti atau penulis. Jika landasan teorinya tidak teratur dan
2430. berurutan serta memasukkan teori-teori yang tidak perlu (asal penuh atau
2431. asal berisi teori) maka tim penguji dapat menebak si peneliti Karya
2432. Tulis ilmiah itu jalan pikirannya ngawur dan kacau. Berikutnya dapat
2433. diprediksi hasil penelitian ilmiahnya tidak dapat dipertanggungjawabkan
2434. keilmiahannya.</div>
2435. <div style="text-align: justify;">
2436. Contoh judul di atas:  <b>Pengaruh
2437. Pemanfaatan Kompos Daun Nangka dan Limbah Sayuran terhadap Kadar N2O
2438. Tanah Sawah Subak Wos Teben di Desa Batuan, Kecamatan Sukawati</b>.
2439. Tinjauan pustakanya secara teori gas N2O adalah salah satu penyebab
2440. rusaknya lapisan Ozon di permukaan bumi yang menyebabkan terjadinya
2441. pemanasan global. Teori lain menyebutkan Gas N2O salah satu sumber
2442. penghasilnya adalah tanah pertanian yang digarap petani selama ini
2443. menggunakan pupuk kimia seperti Urea, NPK. Dari teori lain menyebutkan
2444. pupuk alam atau organik dapat mengikat mikroorganisme tanah dan gas N2O
2445. yang dihasilkan tergolong rendah. Dari tinjauan pustaka dan teori-teori
2446. tsb dapat ditarik logika, jika petani menggunakan pupuk organik akan
2447. mengurangi gas buang N2O ke udara berarti kerusakan lapisan ozon dapat
2448. dikurangi sehingga pemanasan global tidak lebih parah.</div>
2449. <div style="text-align: justify;">
2450. Untuk membuktikan seberapa besar gas N2O
2451. yang dihasilkan pupuk alami dan pupuk alami jenis mana yang lebih kecil
2452. menghasilkan N2O maka perlu dilakukan penelitian eksprimen.</div>
2453. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/1912427093989441755/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/05/cara-membuat-karya-ilmiah-remaja.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/1912427093989441755'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/1912427093989441755'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/05/cara-membuat-karya-ilmiah-remaja.html' title='cara membuat karya ilmiah remaja'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-3466001589038099306</id><published>2012-04-19T15:30:00.000+07:00</published><updated>2012-05-08T22:55:26.616+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="peduli lingkungan"/><title type='text'>pengolahan singkong menjadi bio etanol</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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2785. <tbody>
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2787.  <td style="padding: 0cm 0cm 0cm 0cm;"><br /></td>
2788. </tr>
2789. </tbody></table>
2790. </div>
2791. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2792. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">semoga
2793. berguna buat kita !</span></div>
2794. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2795. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Singkong
2796. diolah menjadi <b>bioetanol, </b>pengganti premium. Menurut Dr Ir Tatang H
2797. Soerawidjaja, dari Tcknik Kimia Institut Teknologi Bandung (ITB), singkong
2798. salah satu sumber pati. Pati senyawa karbohidrat kompleks. Sebelum <b>difermentasi,
2799. </b>pati diubah menjadi glukosa, karbohidrat yang lebih sederhana. Untuk
2800. mengurai pati, perlu bantuan cendawan <i>Aspergillus </i>sp. Cendawan itu
2801. menghasilkan enzim alfamilase dan gliikoamilase yang <b>berperan </b>mengurai
2802. pati menjadi glukosa alias gula sederhana. Setelah menjadi gula, bam
2803. difermentasi menjadi etanol.</span></div>
2804. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2805. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">Lalu
2806. bagaimana cara mengolah singkong menjadi etanol? Berikut Langkah-langkah
2807. pembuatan bioetanol berbahan singkong yang dilerapkan Tatang H Soerawidjaja.
2808. Pengolahan berikut ini berkapasitas 10 liter per hari.</span></div>
2809. <a name='more'></a><br />
2810.  
2811.  
2812. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2813. <br /></div>
2814. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2815. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">1. Kupas 125
2816. kg singkong segar, semua jenis dapal dimanfaatkan. Bersihkan dan cacah
2817. berukuran kecil-kecil.</span></div>
2818. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2819. <br /></div>
2820. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2821. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">2. Keringkan
2822. singkong yang telah dicacah hingga kadar air maksimal 16%. Persis singkong yang
2823. dikeringkan menjadi gaplek. Tujuannya agar lebih awet sehingga produsen dapat
2824. menyimpan sebagai cadangan bahan baku</span></div>
2825. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2826. <br /></div>
2827. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2828. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">3.Masukkan
2829. 25 kg gaplek ke dalam tangki <i>stainless si eel </i>berkapasitas 120 liter,
2830. lalu tambahkan air hingga mencapai volume 100 liter. Panaskan gaplek hingga
2831. 100"C selama 0,5 jam. <b>Aduk rebusan </b>gaplek sampai menjadi bubur dan
2832. mengental.</span></div>
2833. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2834. <br /></div>
2835. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2836. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">4. Dinginkan
2837. bubur gaplek, lalu masukkan ke dalam langki sakarifikasi. Sakarifikasi adalah
2838. proses penguraian pati menjadi glukosa. Setelah dingin, masukkan cendawan <i>Aspergillus
2839. </i>yang akan <b>memecah </b>pati menjadi glukosa. <b>Untuk </b>menguraikan 100
2840. liter bubur pati singkong. perlu 10 liter larutan cendawan <i>Aspergillus </i>atau
2841. 10% dari total bubur. Konsentrasi cendawan mencapai 100-juta sel/ml. Sebclum
2842. digunakan, <i>Aspergilhis </i>dikuhurkan pada bubur gaplek yang telah dimasak
2843. tadi agar adaptif dengan <b>sifat </b>kimia bubur gaplek. Cendawan berkembang
2844. biak dan bekerja mengurai pati</span></div>
2845. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2846. <br /></div>
2847. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2848. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">5.Dua jam
2849. kemudian, bubur gaplek berubah menjadi 2 lapisan: air dan endapan gula. Aduk
2850. kembali pati yang sudah menjadi gula itu, lalu masukkan ke dalam tangki
2851. fermentasi. Namun, sebelum difermentasi pastikan kadar gula larutan pati
2852. maksimal 17—18%. Itu adalah kadar gula maksimum yang disukai bakteri <i>Saccharomyces
2853. </i>unluk hidup dan bekerja mengurai gula menjadi alkohol. Jika kadar gula
2854. lebth tinggi, tambahkan air hingga mencapai kadar yang diinginkan. Bila
2855. sebaliknya, tambahkan larutan gula pasir agar mencapai kadar gula maksimum.</span></div>
2856. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2857. <br /></div>
2858. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2859. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">6 Tutup
2860. rapat tangki fermentasi untuk mencegah kontaminasi dan <i>Saccharomyces </i>bekerja
2861. mengurai glukosa lebih optimal. Fermentasi berlangsung anaerob alias tidak
2862. membutuhkan oksigen. Agar fermentasi optimal, jaga suhu pada 28—32"C dan
2863. pH 4,5—5,5.</span></div>
2864. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2865. <br /></div>
2866. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2867. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">7. Setelah
2868. 2—3 hari, larutan pati berubah menjadi 3 lapisan. Lapisan terbawah berupa
2869. endapan protein. Di atasnya air, dan etanol. Hasil fermentasi itu disebut bir
2870. yang mengandung 6—12% etanol</span></div>
2871. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2872. <br /></div>
2873. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2874. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">8.Sedot
2875. larutan etanol dengan selang plastik melalui kertas saring berukuran 1 mikron
2876. untuk menyaring endapan protein.</span></div>
2877. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2878. <br /></div>
2879. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2880. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">9. Meski
2881. telah disaring, etanol masih bercampurair. Untuk memisahkannya, lakukan
2882. destilasi atau penyulingan. Panaskan campuran air dan etanol pada suhu
2883. 78"C atau setara titik didih etanol. Pada suhu itu etanol lebih dulu
2884. menguap ketimbang air yang bertitik didih 100°C. Uap etanol dialirkan melalui
2885. pipa yang terendam air sehingga terkondensasi dan kembali menjadi etanol cair.</span></div>
2886. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2887. <br /></div>
2888. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2889. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">10. Hasil
2890. penyulingan berupa 95% etanol dan tidak dapat larut dalam bensin. Agar larul,
2891. diperlukan etanol berkadar 99% atau disebut etanol kering. Oleh sebab itu,
2892. perlu destilasi absorbent. Etanol 95% itu dipanaskan 100"C. Pada suhu ilu,
2893. etanol dan air menguap. Uap keduanya kemudian dilewatkan ke dalam pipa yang
2894. dindingnya berlapis zeolit atau pati. Zeolit akan menyerap kadar air tersisa
2895. hingga diperoleh etanol 99% yang siap dieampur denganbensin. Sepuluh liter
2896. etanol 99%, membutuhkan 120— 130 lifer bir yang dihasilkan dari 25 kg gaplek </span></div>
2897. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
2898. <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: IN;">  </span></div>
2899. <div class="MsoNormal">
2900. <br /></div>
2901. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/3466001589038099306/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/pengolahan-singkong-menjadi-bio-etanol.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/3466001589038099306'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/3466001589038099306'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/pengolahan-singkong-menjadi-bio-etanol.html' title='pengolahan singkong menjadi bio etanol'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-5831396309039824170</id><published>2012-04-19T15:06:00.001+07:00</published><updated>2012-04-19T15:06:53.063+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="peduli lingkungan"/><title type='text'>Daur ulang Sampah Plastik</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
2902. </div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">semoga berguna buat kita !</span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><br />
2903. </div><div class="separator" style="clear: both; text-align: justify;"></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 0px; margin-right: 0px; text-align: left;"><tbody>
2904. <tr><td style="text-align: center;"><img alt="" height="165" 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" style="margin-left: auto; margin-right: auto;" width="200" /></td></tr>
2905. <tr><td class="tr-caption" style="text-align: center;"></td></tr>
2906. </tbody></table><br />
2907. <div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: 12pt;">Akibat dari semakin bertambahnya tingkat konsumsi masyarakat serta aktivitas lainnya maka bertambah pula buangan/limbah yang dihasilkan. Limbah/buangan yang ditimbulkan dari aktivitas dan konsumsi masyarakat sering disebut limbah domestik atau sampah. Limbah tersebut menjadi permasalahan lingkungan karena kuantitas maupun tingkat bahayanya mengganggu kehidupan makhluk hidup lainnya. Selain itu aktifitas industri yang kian meningkat tidak terlepas dari isu lingkungan. Industri selain menghasilkan produk juga menghasilkan limbah. Dan bila limbah industri ini dibuang langsung ke lingkungan akan menyebabkan terjadinya pencemaran lingkungan. </span><a href="http://argayoga.blogspot.com/" target="_blank" title="Limbah dari Wikipedia"><b><span style="color: blue; font-size: 12pt;">Limbah</span></b></a><span style="font-size: 12pt;"> adalah buangan yang dihasilkan dari suatu proses produksi baik </span><a href="http://argayoga.blogspot.com/" title="Industri"><span style="color: blue; font-size: 12pt;">industri</span></a><span style="font-size: 12pt;"> maupun </span><a href="http://argayoga.blogspot.com/" title="Domestik (belum dibuat)"><span style="color: blue; font-size: 12pt;">domestik</span></a><span style="font-size: 12pt;"> (rumah tangga, yang lebih dikenal sebagai </span><a href="http://argayoga.blogspot.com/" target="_blank" title="Sampah"><span style="color: blue; font-size: 12pt;">sampah</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">), </span></div><br />
2908. <div class="MsoNormal" style="line-height: normal; text-align: justify;"></div><div style="text-align: justify;">yang kehadirannya pada suatu saat dan tempat tertentu tidak dikehendaki <a href="http://argayoga.blogspot.com/" title="Lingkungan"><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12pt;">lingkungan</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> karena tidak memiliki nilai ekonomis.Jenis limbah pada dasarnya memiliki dua bentuk yang umum yaitu; padat dan cair, dengan tiga prinsip pengolahan dasar teknologi pengolahan limbah;</span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Limbah dihasilkan pada umumnya akibat dari sebuah proses produksi yang keluar dalam bentuk %scrapt atau bahan baku yang memang sudah bisa terpakai. Dalam sebuah hukum ekologi menyatakan bahwa semua </span><br />
2909. <a name='more'></a><span style="font-size: 12pt;">yang ada di dunia ini tidak ada yang gratis. Artinya alam sendiri mengeluarkan limbah akan tetapi limbah tersebut selalu dan akan </span><br />
2910. <span style="font-size: 12pt;">dimanfaatkan oleh makhluk yang lain. Prinsip ini dikenal dengan prinsip Ekosistem (ekologi sistem) dimana makhluk hidup yang ada di dalam sebuah rantai pasok makanan akan menerima limbah sebagai bahan baku yang baru.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Limbah Plastik</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Nama plastik mewakili ribuan bahan yang berbeda sifat fisis, mekanis, dan kimia. Secara garis besar plastik dapat digolongkan menjadi dua golongan besar, yakni plastik yang bersifat <i>thermoplastic</i> dan yang bersifat <i>thermoset.</i> <i>Thermoplastic</i> dapat dibentuk kembali dengan mudah dan diproses menjadi bentuk lain, sedangkan jenis <i>thermose</i>t bila telah mengeras tidak dapat dilunakkan kembali. Plastik yang paling umum digunakan dalam kehidupan sehari-hari adalah dalam bentuk <i>thermoplastic</i>.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Seiring dengan perkembangan teknologi, kebutuhan akan plastik terus meningkat. Data BPS tahun 1999 menunjukkan bahwa volume perdagangan plastik impor Indonesia, terutama polipropilena (PP) pada tahun 1995 sebesar 136.122,7 ton sedangkan pada tahun 1999 sebesar 182.523,6 ton, sehingga dalam kurun waktu tersebut terjadi peningkatan sebesar 34,15%. Jumlah tersebut diperkirakan akan terus meningkat pada tahun-tahun selanjutnya. Sebagai konsekuensinya, peningkatan limbah plastikpun tidak terelakkan. Menurut Hartono (1998) komposisi sampah atau limbah plastik yang dibuang oleh setiap rumah tangga adalah 9,3% dari total sampah rumah tangga. Di Jabotabek rata-rata setiap pabrik menghasilkan satu ton limbah plastik setiap minggunya. Jumlah tersebut akan terus bertambah, disebabkan sifat-sifat yang dimiliki plastik, antara lain tidak dapat membusuk, tidak terurai secara alami, tidak dapat menyerap air, maupun tidak dapat berkarat, dan pada akhirnya akhirnya menjadi masalah bagi lingkungan. (YBP, 1986).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Plastik juga merupakan bahan anorganik buatan yang tersusun dari bahan-bahan kimia yang cukup berahaya bagi lingkungan. Limbah daripada plastik ini sangatlah sulit untuk diuraikan secara alami. Untuk menguraikan sampah plastik itu sendiri membutuhkan kurang lebih 80 tahun agar dapat terdegradasi secara sempurna. Oleh karena itu penggunaan bahan plastik dapat dikatakan tidak bersahabat ataupun konservatif bagi lingkungan apabila digunakan tanpa menggunakan batasan tertentu. Sedangkan di dalam kehidupan sehari-hari, khususnya kita yang berada di Indonesia,penggunaan bahan plastik bisa kita temukan di hampir seluruh aktivitas hidup kita. Padahal apabila kita sadar, kita mampu berbuat lebih untuk hal ini yaitu dengan menggunakan kembali (reuse) kantung plastik yang disimpan di rumah. Dengan demikian secara tidak langsung kita telah mengurangi limbah plastik yang dapat terbuang percuma setelah digunakan (reduce). Atau bahkan lebih bagus lagi jika kita dapat mendaur ulang plastik menjadi sesuatu yang lebih berguna (recycle). Bayangkan saja jika kita berbelanja makanan di warung tiga kali sehari berarti dalam satu bulan satu orang dapat menggunakan 90 kantung plastik yang seringkali dibuang begitu saja. Jika setengah penduduk Indonesia melakukan hal itu maka akan terkumpul 90×125 juta=11250 juta kantung plastik yang mencemari lingkungan. Berbeda jika kondisi berjalan sebaliknya yaitu dengan penghematan kita dapat menekan hingga nyaris 90% dari total sampah yang terbuang percuma. Namun fenomena yang terjadi adalah penduduk Indonesia yang masih malu jika membawa kantung plastik kemana-mana. Untuk informasi saja bahwa di supermarket negara China, setiap pengunjung diwajibkan membawa kantung plastik sendiri dan apabila tidak membawa maka akan dikenakan biaya tambahan atas plastik yang dikeluarkan pihak supermarket.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Pengelolaan Limbah Plastik Dengan Metode Recycle (Daur Ulang)</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Pemanfaatan limbah plastik merupakan upaya menekan pembuangan plastik seminimal mungkin dan dalam batas tertentu menghemat sumber daya dan mengurangi ketergantungan bahan baku impor. Pemanfaatan limbah plastik dapat dilakukan dengan pemakaian kembali (<i>reuse</i>) maupun daur ulang (<i>recycle</i>). Di Indonesia, pemanfaatan limbah plastik dalam skala rumah tangga umumnya adalah dengan pemakaian kembali dengan keperluan yang berbeda, misalnya tempat cat yang terbuat dari plastik digunakan untuk pot atau ember. Sisi jelek pemakaian kembali, terutama dalam bentuk kemasan adalah sering digunakan untuk pemalsuan produk seperti yang seringkali terjadi di kota-kota besar (Syafitrie, 2001).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Pemanfaatan limbah plastik dengan cara daur ulang umumnya dilakukan oleh industri. Secara umum terdapat empat persyaratan agar suatu limbah plastik dapat diproses oleh suatu industri, antara lain limbah harus dalam bentuk tertentu sesuai kebutuhan (biji, pellet, serbuk, pecahan), limbah harus homogen, tidak terkontaminasi, serta diupayakan tidak teroksidasi. Untuk mengatasi masalah tersebut, sebelum digunakan limbah plastik diproses melalui tahapan sederhana, yaitu pemisahan, pemotongan, pencucian, dan penghilangan zat-zat seperti besi dan sebagainya (Sasse <i>et al.</i>,1995).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Terdapat hal yang menguntungkan dalam pemanfaatan limbah plastik di Indonesia dibandingkan negara maju. Hal ini dimungkinkan karena pemisahan secara manual yang dianggap tidak mungkin dilakukan di negara maju, dapat dilakukan di Indonesia yang mempunyai tenaga kerja melimpah sehingga pemisahan tidak perlu dilakukan dengan peralatan canggih yang memerlukan biaya tinggi. Kondisi ini memungkinkan berkembangnya industri daur ulang plastik di Indonesia (Syafitrie, 2001).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Pemanfaatan plastik daur ulang dalam pembuatan kembali barang-barang plastik telah berkembang pesat. Hampir seluruh jenis limbah plastik (80%) dapat diproses kembali menjadi barang semula walaupun harus dilakukan pencampuran dengan bahan baku baru dan additive untuk meningkatkan kualitas (Syafitrie, 2001). Menurut Hartono (1998) empat jenis limbah plastik yang populer dan laku di pasaran yaitu polietilena (PE), High Density Polyethylene (HDPE), polipropilena (PP), dan asoi.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Plastik Daur Ulang Sebagai Matriks</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Di Indonesia, plastik daur ulang sebagian besar dimanfaatkan kembali sebagai produk semula dengan kualitas yang lebih rendah. Pemanfaatan plastik daur ulang sebagai bahan konstruksi masih sangat jarang ditemui. Pada tahun 1980 an, di Inggris dan Italia plastik daur ulang telah digunakan untuk membuat tiang telepon sebagai pengganti tiang-tiang kayu atau besi. Di Swedia plastik daur ulang dimanfaatkan sebagai bata plastik untuk pembuatan bangunan bertingkat, karena ringan serta lebih kuat dibandingkan bata yang umum dipakai (YBP, 1986).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 12pt;">Pemanfaatan plastik daur ulang dalam bidang komposit kayu di Indonesia masih terbatas pada tahap penelitian. Ada dua strategi dalam pembuatan komposit kayu dengan memanfaatkan plastik, pertama plastik dijadikan sebagai binder sedangkan kayu sebagai komponen utama; kedua kayu dijadikan bahan pengisi/<i>filler</i> dan plastik sebagai matriksnya. Penelitian mengenai pemanfaatan plastik polipropilena daur ulang sebagai substitusi perekat termoset dalam pembuatan papan partikel telah dilakukan oleh Febrianto dkk (2001). Produk papan partikel yang dihasilkan memiliki stabilitas dimensi dan kekuatan mekanis yang tinggi dibandingkan dengan papan partikel konvensional. Penelitian plastik daur ulang sebagai matriks komposit kayu plastik dilakukan Setyawati (2003) dan Sulaeman (2003) dengan menggunakan plastik polipropilena daur ulang. Dalam pembuatan komposit kayu plastik daur ulang, beberapa polimer termoplastik dapat digunakan sebagai matriks, tetapi dibatasi oleh rendahnya temperatur permulaan dan pemanasan dekomposisi kayu (lebih kurang 200°C).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><br />
2911. </div><div class="MsoNormal" style="text-align: justify;"><br />
2912. &lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/5831396309039824170/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/daur-ulang-sampah-plastik.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/5831396309039824170'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/5831396309039824170'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/daur-ulang-sampah-plastik.html' title='Daur ulang Sampah Plastik'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-4585343740571365749</id><published>2012-04-15T18:43:00.002+07:00</published><updated>2012-04-15T18:49:47.761+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cara dan tips-tips"/><title type='text'>menambahkan meta tag deskription pada blogger</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
2913. <br />
2914. Blogger.com, sudah tampil dengan <a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank">tampilan baru</a>  sejak beberapa bulan yang lalu. Bukan hanya pilihan tampilan blognya  tetapi begitu pula dengan tampilan dasbornya. Sementara itu tampilan  blogger yang baru tentu juga diikuti dengan tambahan fitur yang baru.  Kali ini kita akan membahas fitur baru di blogspot yang ada di dasbor  baru, yaitu menambahkan meta description. Meta tag description adalah  memberikan deskripsi singkat yang akan terbaca oleh <a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank">search engine</a> (google).<br />
2915. <a name='more'></a><br />
2916. <br />
2917. <a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank">Meta tag</a>  adalah elemen HTML digunakan untuk menyediakan data atau deskripsi  terstruktur tentang halaman blog kita. Tag tersebut ditempatkan di  bagian kepala (atas) dari dokumen HTML. Search Engine menggunakan data  ini untuk menampilkan potongan pencarian ketika search engine  menampilkan halaman dari blog kita. <br />
2918. <br />
2919. Sebagian besar <a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank">button berbagi ke sosial media</a>  seperti Facebook Share atau Google+ (+1) Jika kita menggunakan button  berbagi itu akan memilih hal ini meta description untuk membuat potongan  (deskripsi) yang akan dibagi ke sosial media tersebut. Dengan  menambahkan Meta Description yang berbeda di setiap entri sesuai dengan  isinya akan membuat blog kita lebih optimal di search engine.<br />
2920. <br />
2921. <br />
2922. <h4>Cara Menambahkan Meta Tag Description</h4>Jika di blog wordpress dengan hosting sendiri, sudah ada plugins yang  tersedia. Di Blogger yang baru ini juga meluncurkan berbagai fitur SEO  dan sekarang menambahkan Meta Tag Description telah menjadi begitu  mudah. Kita dapat melakukannya dengan mudah dari User Interface Blogger  (tampilan baru blogger) tanpa melakukan banyak mengedit template,  berikut adalah caranya:<br />
2923. <br />
2924. 1. Login ke <b>Blogger.com</b> dan pastikan kamu dalam tampilan dasbor yang baru.<br />
2925. 2. Pilih <b>Setelan</b> lau <b>Preferensi penelusuran</b> dan Aktifkan uraian penelusuran <b>Meta Tag</b>.<br />
2926. 3. Tuliskan deskripsi yang menggambarkan secara umum isi blog kamu, maksimal 150 karakter.<br />
2927. <br />
2928. <div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-eLmSCl5mZBY/T3vzaoRufmI/AAAAAAAADSU/mSWVxUsBQMo/s1600/meta%2Btag.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="http://2.bp.blogspot.com/-eLmSCl5mZBY/T3vzaoRufmI/AAAAAAAADSU/mSWVxUsBQMo/s320/meta%2Btag.png" width="320" /></a></div><br />
2929. 4. Jika sudah klik <b>Simpan Perubahan</b>.<br />
2930. <br />
2931. <b>5. Menambahkan Meta Tag Description di Setiap Entri. </b><br />
2932. Sekarang ketika kita membuat entri baru atau di halaman entri, kita dapat mengatur dan menuliskan <i>Meta Description</i> dengan cara mengatur <b>Setelan Entri</b> yang ada di sidebar. Kita tuliskan deskripsi singkat yang menggambar isi entri di <b>Uraian Penelusuran</b> maksimal 150 karakter. Setalh selesai bisa kita publikasikan.<br />
2933. <br />
2934. <div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-2dUK7OrpWFo/T3v7Y88g5oI/AAAAAAAADSk/ALmPveP2RuQ/s1600/meta%2Btag%2Bentri.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="378" src="http://1.bp.blogspot.com/-2dUK7OrpWFo/T3v7Y88g5oI/AAAAAAAADSk/ALmPveP2RuQ/s400/meta%2Btag%2Bentri.png" width="284" /></a></div><br />
2935. 6. Sekarang kita harus menambahkan beberapa kode HTML untuk Template Blogger kita. Untuk melakukannya pilih <b>Template</b> kemudian <b>Edit HTML</b> terus jangan lupa centang Expand Template Widget. Cari  <b style="color: red;"><head></b> dan bawahnya sisipkan kode berikut.<br />
2936. <br />
2937. <div class="alert"><b:if cond='data:blog.metaDescription'><br />
2938. <meta expr:content='data:blog.metaDescription' name='description'/><br />
2939. </b:if></div><br />
2940. 7. &lt;b&gt;Simpan Template&lt;/b&gt; jika sudah selesai &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/4585343740571365749/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/semoga-berguna-buat-kita-blogger.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/4585343740571365749'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/4585343740571365749'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/semoga-berguna-buat-kita-blogger.html' title='menambahkan meta tag deskription pada blogger'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-eLmSCl5mZBY/T3vzaoRufmI/AAAAAAAADSU/mSWVxUsBQMo/s72-c/meta%2Btag.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-718122265864040871</id><published>2012-04-10T22:51:00.000+07:00</published><updated>2012-04-10T22:51:00.919+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cara dan tips-tips"/><title type='text'>cara mendapatkan traffic tinggi part II (update)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
2941. <br />
2942. cara meningkatkan traffic blog update... biar ngak ketinggalan sama pe blogger yang lain saya juga posting cara dapetin traffic tinnggi ter update...<br />
2943. <br />
2944. silahkan dibaca.. !<br />
2945. <br />
2946. <div class="entry-content">      <div style="text-align: justify;">Setiap pemilik blog atau website hampir bisa dipastikan ingin mempunyai jumlah <a href="http://argayoga.blogspot.com/" target="_blank"><strong>traffic</strong></a> atau <a href="http://argayoga.blogspot.com/" target="_blank"><strong>pengunjung</strong></a> yang <strong>tinggi</strong>. Karena dengan memiliki jumlah kunjungan yang banyak atau mempunyai <span style="text-decoration: underline;">traffic</span>  yang tinggi akan mempunyai nilai lebih dan tentunya akan lebih  memudahkan bagi pemilik blog atau website untuk menentukan tujuan  selanjutnya misalnya untuk tujuan promosi, memasang iklan dan lain-lain,  walaupun ini bukan suatu keharusan.</div><a name='more'></a><br />
2947. <div style="text-align: justify;"><img alt="Cara Meningkatkan Jumlah Traffic Pengunjung Blog" class="aligncenter size-medium wp-image-217" height="244" src="http://www.blogpadang.com/wp-content/uploads/2012/04/trafik-pengunjung-blog-300x244.jpg" title="Cara Meningkatkan Jumlah Traffic Pengunjung Blog" width="300" /></div><div style="text-align: justify;">Dan terus terang untuk mendatangkan jumlah <span style="text-decoration: underline;">pengunjung</span> yang <span style="text-decoration: underline;">tinggi</span>  tidaklah semudah membalik telapak tangan atau tidak bisa hanya sekejap.  Semuanya itu membutuhkan keuletan, ketekunan, konsistensi dan  kesabaran. Dan masing-masing pemilik blog atau website dalam upaya  mendatangkan pengunjung pasti mempunyai metode atau cara yang  berbeda-beda, namun dalam beberapa hal mempunyai kesamaan seperti  mendaftarkan blog ke search engine, submit ke beberapa direktori blog,  aktif di sebuah forum, rajin blogwalking, dll.</div><div style="text-align: justify;">Ada banyak cara untuk <span style="text-decoration: underline;">meningkatkan</span> jumlah <span style="text-decoration: underline;">pengunjung</span> paling mudah, ada yang bilang 10 cara, 20 atau seratus cara bahkan mungkin seribu cara untuk <em><span style="text-decoration: underline;">meningkatkan traffic blog.</span></em>  Namun tidak semua cara itu bisa kita terapkan, tergantung cara atau  metode mana yang paling efektif dan tidak terlalu menyita waktu. Berikut  beberapa cara yang bisa anda lakukan untuk meningkatkan pengunjung atau  traffic blog/website anda:</div><div style="text-align: justify;"><strong>1.    </strong><strong>Buatlah conten atau postingan yang menarik.</strong><br />
2948. Jika anda menginginkan <span style="text-decoration: underline;">traffic</span>,  anda harus menulis conten atau membuat postingan, Content is the King.  Inti dari sebuah blog atau website adalah konten atau postingan. Buat  judul postingan yang sesuai dengan isi konten jangan terlalu pendek dan  terlalu panjang. Orang lain atau teman ketika mengunjungi blog anda yang  dicari pertama kali adalah conten, artikel atau sebuah postingan, baru  yang lainnya. Maka teruslah menulis postingan yang menarik dan  bermanfaat (rajin update), dan usahakan asli hasil karya sendiri. Untuk  yang satu ini saya belum bisa 100 % melaksanakannya. Beberapa postingan  masih mengutip atau review dari website portal berita yang Insya Allah  bisa bermanfaat.</div><div style="text-align: justify;"><strong>2.    </strong><strong>Design dan layout yang baik.</strong><br />
2949. Jika design blog atau website berantakan, navigasinya sulit, terlalu  banyak script dan banyak eror, loadingnya berat, warnanya tidak match  atau mengganggu penglihatan (silau dll), pengunjung pasti tidak akan  betah untuk berlama-lama di blog anda. Jadi jangan terlalu berlebihan  menambahkan acessories yang kurang bermanfaat. Untuk itu gunakan theme  atau template yang baik yang enteng dan ringan namun tetap elegan.</div><div style="text-align: justify;"><strong>3.    </strong><strong>Gunakan nama domain sendiri. </strong><br />
2950. Usahakan untuk menggunakan nama domain sendiri walaupun ini bukan suatu  keharusan. Karena dengan menggunakan domain sendiri dan umumnya berbayar  akan lebih mudah untuk mengingat URL anda dan blog anda akan terkesan  lebih profesional. Alasan lain dengan menggunakan domain sendiri akan  lebih memacu semangat dan terus mengelola blog dengan serius.</div><div style="text-align: justify;"><strong>4.    </strong><strong>Daftarkan blog atau website ke search engine</strong><br />
2951. Secara umum, ada dua cara untuk melakukannya.</div><ul style="text-align: justify;"><li><strong>Cara pertama</strong>, anda diam saja menunggu search engine  mengunjungi blog anda. Bila anda memilih cara ini, saya sarankan  memakai Blogger atau WordPress. Sebab konon blog di keduanya akan  terindeks secara otomatis di search engine paling lama dua hari.</li>
2952. <li><strong>Cara kedua</strong> adalah dengan berinisiatif menemui  search engine. Daftarkan blog atau website anda ke search engine. Untuk  tahap awal tidak harus semua search engine, cukup pilih search engine  terkemuka saja seperti <em>Google</em>, <em>Yahoo</em>, dan <em>MSN</em>  atau Bing. Untuk search engine lain bisa dilakukan kemudian. Cara  mendaftarkan blog ke search engine pasti anda sudah tahu caranya jadi  tidak akan saya bahas di sini. Karena saat ini mesin pencari <em>Google</em> sudah tidak menggunakan meta keyword, maka buat judul postingan yang se-<span style="text-decoration: underline;">SEO</span>  mungkin. Tulis sebuah posting dengan title yang menarik, gampang  diingat dan mengandung keyword. Postingan dengan title yang menarik dan  gampang diingat biasanya akan mendapatkan traffic yang lebih banyak,  apalagi jika mengandung keyword. Anda akan mendapatkan rangking di  search engine, dan jika seseorang melink artikel anda dengan keywords  tersebut anda akan mendapatkan rangking yang lebih baik lagi dan akan  mendapatkan traffic lebih banyak dari <em>Google</em>, <em>Yahoo</em>, atau yang lainnya.</li>
2953. </ul><div style="text-align: justify;"><strong>5.    </strong><a href="http://argayoga.blogspot.com/" target="_blank"><strong>Mulailah “tagging” image di blog anda.</strong></a><br />
2954. Ketika anda menyisipkan image dipostingan, anda harus selalu memberi  identitas (tagged). Tuliskan keywords gambar pada tag “alt” &  “title” terutama pada tag “alt”. Alt=“Jadwal MotoGP musim 2010“  title=”Jadwal MotoGP musim 2010?. Fungsinya untuk memberikan keyword  pada gambar dan akan lebih memudahkan pengunjung menemukan blog kita  pada pencarian image atau gambar seperti pada Google image search.</div><div style="text-align: justify;"><strong>6.    </strong><a href="http://argayoga.blogspot.com/" target="_blank"><strong>Perhatikan dan pelajari statistik blog anda.</strong></a><br />
2955. Gunakan Google Analytics anda. Lihat keyword apa yang sering digunakan  pengunjung untuk mencari blog anda dan artikel apa yang disukai atau  yang tidak disukai pengunjung blog anda. Ini akan membantu untuk  menentukan tulisan anda selanjutnya yang bisa populer dan bisa disisipi  dengan keyword yang efektif.</div><div style="text-align: justify;"><strong>7.    </strong><strong>Buat Daftar Isi seluruh postingan dan Buat Link antar postingan yang berkaitan baik di dalam postingan atau di bawah postingan.</strong><br />
2956. Ini biasa disebut dengan Related Post atau Artikel Terkait. Dengan cara  ini akan lebih memberikan kesempatan bagi pengunjung untuk lebih  mengekplorasi seluruh isi blog dan menemukan lebih banyak informasi.  Dengan demikian akan memancing pengunjung untuk kembali mengunjungi blog  anda. Cara ini juga efektif untuk meningkatkan Page View. Link  internally ke postingan dalam blog juga akan membantu meningkatkan  ranking blog anda dan juga akan membantu meningkatkan traffic, sebab  jika orang yang datang ke blog anda tidak ada pilihan lagi untuk dilihat  maka mereka akan pergi. Ketika anda ngelink ke postingan anda yang lain  mereka akan klik link anda dan pengunjung akan tetap ada di blog anda  lebih lama.</div><div style="text-align: justify;"><strong>8.    </strong><strong>Rajin blogwalking dan tukeran link</strong><br />
2957. Banyak teman banyak rezeki, Itulah yang kita yakini sejak zaman  kakek-nenek kita dulu. Karena biasanya temanlah yang akan selalu  menemani kita baik di kala senang maupun susah. Teman pula yang biasanya  selalu mendorong kemajuan kita. Lewat motivasinya, kita didukung untuk  terus semangat dan maju. Peluang-peluang bisnis pun tak jarang datang  karena ikatan pertemanan. Jadi punya banyak teman gak ada ruginya.</div><div style="text-align: justify;">Begitupun dalam hal ngeblog, kita juga  harus punya banyak teman, biar traffic blog kita bisa cepat menjulang.  Tanpa punya teman, bisa dipastikan blog kita akan kekurangan pengunjung.  Tak ada yang mau peduli terhadap blog yang kita punya. Tak ada yang  memberi saran, kritikan, maupun pujian. Karena itu, perbanyaklah punya  teman.</div><div style="text-align: justify;">Dalam hal ngeblog atau blogging cara  paling mudah dan simpel untuk mendapatkan teman yaitu dengan rajin  blogwalking atau mengunjungi blog lain sebanyak mungkin, anda juga bisa  memanfaatkan acara blogwalking  anda dengan sekalian tukeran link biar  lebih mantab. Dengan rajin blogwalking maka anda punya kesempatan yang  besar untuk mendapatkan kunjungan balasan.</div><div style="text-align: justify;">Ketika anda melakukan blogwalking  usahakan untuk memberikan komentar yang baik dan sesuai dengan tema  postingan. Jangan nyepam kecuali anda sudah kenal baik dengan pemilik  blog. Dengan isi komentar yang baik maka anda akan mempunyai kesan yang  baik dan secara tidak langsung anda sudah mulai membangun brand atau  image yang kuat dan positif dan kemungkinan akan mendapatkan kunjungan  dari pengunjung atau komentator lain juga semakin besar.</div><div style="text-align: justify;">Untuk yang ini saya mohon maaf belum  bisa melaksanakan 100 %. Karena kesibukan pekerjaan terutama hari Jum’at  sampai Minggu terkadang tidak bisa online, dan tiap bulan juga harus  mondar mandir Jakarta-Jogja kadang tidak semua pengunjung blog ini bisa  saya kunjungi balik. Meski demikian Insya Allah tetap akan saya usahakan  untuk mengunjunginya.</div><div style="text-align: justify;"><strong>9.  <a href="http://www.blogger.com/goog_1210816551">  </a></strong><a href="http://argayoga.blogspot.com/" target="_blank"><strong>Respon segera commentar dan email.</strong></a><br />
2958. Pengunjung akan lebih menyukai blog yang pemiliknya interaktif dan yang  cepat merespon segera komentar dan email yang masuk. Jika anda melakukan  ini akan banyak pembaca yang akan setia dan menyukai anda dan anda akan  mendapatkan traffic dan link lebih banyak.</div><div style="text-align: justify;"><strong>10. </strong><strong><a href="http://argayoga.blogspot.com/" target="_blank">Submit blog atau postingan ke beberapa direktori blog atau social bookmark</a>.</strong></div><ul style="text-align: justify;"><li><strong>Manfaatkan <em>LintasBerita.com</em></strong> dan  Infogue.com buat akun di sana dan submit postingan anda di keduanya.  Karena portal ini mempunyai jumlah pengunjung ribuan tiap harinya.</li>
2959. <li><strong>Gunakan <em>StumbleUpon</em></strong>. Saya memiliki  pengalaman sukses dengan stumbleUpon. Ketika sebuah artikel yang baik  dari blog anda di “StumbleUpon”, diharapkan banyak orang akan menilai  baik blog anda dan akan “mengstumbling upon” blog anda.</li>
2960. <li><strong>Gunakan MyBlogLog</strong> dan BlogCatalog, SignUp ke  keduanya dan join ke semua MyBlogLog dan BlogCatalog communities, maka  anda akan melihat visitor akan berdatangan ke blog anda dari kedua  direktori tersebut.</li>
2961. <li>Submit postingan anda ke <strong>Digg.com</strong>, <strong>propeller.com</strong>, <strong>buzz</strong>.<strong>yahoo.com</strong>  ketiganya sering saya gunakan jika sebuah postingan mempunyai pesaing  yang banyak, dan ternyata sangat-sangat top markotop bin manjur untuk  hasil di SERP-nya <em>Google</em>. Ketika sebuah keyword atau judul postingan blog kita tidak muncul di halaman pertama SERP-nya <em>Google</em>.  Maka salah satunya bahkan sering ketiganya muncul di halaman pertama  Google Search Jadi ini semacam alat bantu yang akan mengarahkan hasil  pencarian di Google ke blog kita.</li>
2962. <li><strong>Submit blog ke blogrankings</strong>, <strong>blogtoplist, topofblog</strong>, <strong>blogtopsites</strong> dll. Untuk lokal saya menggunakan Top Seratus,blog-indonesia.com,liputankhusus.com dll.</li>
2963. <li><strong>Import Feed blog</strong> anda ke <strong>Facebook</strong> dan <strong>Twitter,</strong> maka anda akan berpotensi mendapatkan jumlah pengunjung yang signifikan.</li>
2964. </ul><div style="text-align: justify;"><strong>11. </strong><strong>Jalin kerjasama dengan blogger lain.</strong><br />
2965. Kembangkan kerja sama dengan semua blogger lain terutama yang blognya  sejenis dengan blog anda. Berikan komentar pada blog mereka buat  percakapan, link dengan mereka dan jalin persahabatan. Dan sebelum anda  mengetahui mereka akan mengelink blog anda yang tentunya akan  mendatangkan traffic ke blog anda.</div><div style="text-align: justify;"><strong>12. </strong><strong>Sign up ke Yahoo! Answer.</strong><br />
2966. Di Yahoo Answer anda dapat menjawab pertanyaan orang lain dan menolong  orang lain. Di sana ada box di mana anda dapat menuliskan sumber dari  jawaban anda. Jawablah pertanyaan yang ada dan buat link ke blog anda  sebagai sumber.</div><div style="text-align: justify;"><strong>13. </strong><strong>Gunakan Feedburner untuk memudahkan pengunjung berlanganan feed blog anda.</strong><br />
2967. Ketika seseorang subscribe blog anda via RSS atau mendapatkan update  blog anda via email, mereka akan melihat postingan anda ketika ada yang  baru. Hal ini akan menjadi vital untuk menjaga para pembaca tetap  berhubungan dengan blog anda dan menarik mereka kembali untuk  mengunjungi blog anda.</div><div style="text-align: justify;"><strong>14. </strong><strong>Gunakan Youtube.</strong><br />
2968. Buat account di youtube, kemudian pada profile anda, dapat memasukkan  alamat-alamat blog/website anda. List halamat blog anda disana dan  mulailah buat video. Ketika seseorang melihat profile anda kemungkinan  besar ia akan mengklik blog anda.</div><div style="text-align: justify;"><strong>15. </strong><strong>Gunakan Technorati tags.</strong><br />
2969. Mendapatkan lebih banyak category pada Technorati berarti anda akan  mendapatkan lebih banyak expose, yang berarti akan mendapatkan lebih  banyak traffic.</div><div style="text-align: justify;"><strong>16. </strong><strong>Gunakan fasilitas untuk memudahkan pengunjung menshare artikel anda.</strong><br />
2970. Pada setiap artikel blog sering didapati barisan tombol yang akan  memudahkan para pengunjung untuk submit dan vote artikel ke social  bookmarking site seperti digg.com, reddit.com, delicious.com,  slashdot.org, stumbleupon.com atau yang lainnya. Contoh anda bisa  menggunakan plugin Sociable atau Share This. Anda juga bisa membuat  sarana untuk submit artikel ke social bookmarking tanpa menggunakan  sebuah plugin, sehingga loadingnya tetap ringan.</div><div style="text-align: justify;"><strong>17. </strong><strong>Buat artikel atau postingan pada moment-moment khusus.</strong><br />
2971. Buat artikel atau postingan pada moment-moment khusus seperti pas hari  raya, puasa, hari kemerdekaan, Piala Dunia atau Word Cup, Jadwal MotoGP,  Jadwal Sholat dan-lain-lain. Karena keyword atau postingan yang  berkaitan dengan moment itu biasanya akan banyak dicari pengunjung  ketika moment itu berlangsung.</div><div style="text-align: justify;"><strong>18. </strong><strong>Buat pengunjung blog anda merasa seperti di rumah sendiri.</strong><br />
2972. Jika anda seseorang yang tidak sopan, jangan pernah memberikan apapun  kepada pembaca blog anda, jangan menjawab komentar atau email, jangan  menolong blogger lain, atau selalu sinis dan tidak membuat para pembaca  blog anda merasa seperti dirumah mereka sendiri, maka besar kemungkinan  mereka akan berhenti untuk mengunjungi blog anda. Tapi jika anda membuat  mereka seperti di rumah sendiri anda akan mendapatkan banyak traffic.</div><div style="text-align: justify;"><strong>19.<a href="http://www.blogger.com/goog_1210816548"> </a></strong><a href="http://argayoga.blogspot.com/" target="_blank"><strong>Jangan pasang iklan secara berlebihan</strong></a><br />
2973. Ingat Content is the King. Jangan sampai iklan anda lebih dominan  daripada isi postingan. Biasanya pengunjung cenderung kurang suka dengan  blog yang berisi iklan yang terlalu banyak.</div><div style="text-align: justify;"><strong>20. </strong><a href="http://argayoga.blogspot.com/" target="_blank"><strong>Buatlah sebuah kontes berhadiah.</strong></a><br />
2974. Ini adalah ide yang baik. Buatlah kontes dengan hadiah yang menarik.  Orang-orang akan mengikuti blog anda dengan harapan akan memenangkan  hadiah. Jika anda memberikan hadiah yang menarik pasti beritanya akan  cepat tersebar, tapi sebelumnya pastikan dulu bahwa bahwa blog anda  memiliki banyak pembaca yang setia.</div><div style="text-align: justify;"><strong>21. </strong><a href="http://argayoga.blogspot.com/" target="_blank"><strong>Tolonglah blogger yang membutuhkan anda.</strong></a><br />
2975. Jika ada blogger pemula yang meninggalkan komentar atau email dan butuh  bantuan anda jangan pelit untuk membantu mereka. Siapa tau suatu saat  mereka akan menjadi besar dan akan selalu mengingat kebaikan anda.</div><div style="text-align: justify;"><strong>22. </strong><strong>Berikan sebuah award/penghargaan.</strong><br />
2976. Luangkan waktu anda untuk membuat sebuah trophy atau banner untuk sebuah  award atau penghargaan. Pastikan award itu memiliki tema atau nama,  misalnya, Penghargaan Untuk Blogger Terbaik. Lalu linkkan banner  tersebut ke 5 blogger lain yang menurut anda terbaik. Buat peraturan  bahwa kelima blogger tersebut juga melakukan hal yang sama dengan banner  tersebut, link dengan lima blogger lain yang menurut mereka terbaik.  Pastikan di dalam banner tersebut terdapat link anda sebagai pembuat  banner. Jika ini berjalan maka akan akan mendapatkan banyak backlink dan  kemungkinan akan menerima banyak traffic juga semakin besar.</div><div style="text-align: justify;"><strong>23. <a href="http://argayoga.blogspot.com/" target="_blank">Join di sebuah forum dan dan message board, misal di Kaskus. Bergabunglah</a></strong>  dengan forum dan message board yang relevan dengan tema blog anda.  Jangan lupa masukkan link blog anda baik di profile maupun di thread,  maka ketika pengunjung lain melihatnya dan thread atau komentar anda  menarik, pengunjung akan dengan senang hati untuk klik blog anda.</div><div style="text-align: justify;"><strong>24. </strong><a href="http://argayoga.blogspot.com/" target="_blank"><strong>Buat blog anda menjadi dofollow (optional).</strong></a><br />
2977. Blog dofollow biasanya rame pengunjung terutama yang ber-page rank  tinggi. Pengunjung blog akan lebih suka untuk berkunjung dan berkomentar  dengan meninggalkan sebuah link ke blognya. Dampak negatifnya jika link  keluar (outbound lik) lebih banyak dari pada link ke dalam (inbound  link) maka akan merugikan pemilik blog dofollow tersebut. Untuk  menyiasatinya (khusus blog ini) komentar yang di tengah (Reply Comment)  saya buat nofollow termasuk link yang ada di dalam isi komentar.  Kemudian harus diimbangi memperbanyak link ke dalam blog ini dengan  rajin blogwalking dan submit blog atau postingan ke beberapa direktori  blog atau social bookmark.</div><div style="text-align: justify;"><strong>25. </strong><strong>Buatlah Thread Comment atau Komentar Bertingkat</strong><br />
2978. Dengan membuat komentar bertingkat akan lebih memudahkan pengunjung atau  pemilik blog untuk membalas sebuah komentar persis di bawah komentar  sebelumnya. Setingan komentar  model seperti ini juga sangat cocok  digunakan untuk blog yang sering dijadikan sarana untuk berdiskusi  seperti yang ada di sebuah forum karena antar pengunjung bisa saling  berbalas komentar dengan cepat dan berdekatan (lebih interaktif) walau  kadang berbau spam tapi akan mempunyai keasikan tersendiri.</div><div style="text-align: justify;"><strong>26. </strong><a href="http://argayoga.blogspot.com/" target="_blank"><strong>Gunakan Plugin SEO SearchTerms Tagging 2</strong></a><br />
2979. Untuk para pengguna wordpress self hosting bisa memanfaatkan plugin <span style="text-decoration: underline;">SEO SearchTerms Tagging 2 (SEO STT2)</span>  buatan Mas Purwedi Kurniawan. Plugin ini sangat powerfull untuk  meningkatkan traffic terutama yang berasal dari search engine. Dengan  plugin ini nantinya kata kunci atau keyword yang berasal dari search  engine akan direkam dan otomatis akan dijadikan sebuah link internal di  dalam sebuah postingan atau halaman.</div><div style="text-align: justify;">Dengan cara ini maka kekuatan on page <em>SEO</em>  hasil tambahan link internal dari berbagai macam keyword yang berasal  dari search engine akan membuat postingan dalam single post dan  page/halaman akan semakin mantap di SERP.</div><div style="text-align: justify;">Gunakan <span style="text-decoration: underline;">Plugin Platinum SEO Pack</span> atau <span style="text-decoration: underline;">All in One SEO Pack</span> (khusus pengguna wordpress self hosting)</div><div style="text-align: justify;">Dengan menggunakan plugin ini wordpress  yang sudah SEO akan membuat blog anda menjadi semakin SEO friendly dan  memudahkan blog anda dirangking dalam posisi yang lebih bagus di SERP  search engine, terutama <span style="text-decoration: underline;">Google</span>, <span style="text-decoration: underline;">Yahoo</span> dan <span style="text-decoration: underline;">Bing</span>.</div><div style="text-align: justify;"><strong>27. </strong><strong>Maksimalkan Penggunaan Post Tag Dalam Postingan</strong><br />
2980. Ketika anda menggunakan <span style="text-decoration: underline;">Plugin Platinum SEO Pack</span> atau <span style="text-decoration: underline;">All in One SEO Pack</span>,  anda harus mensetting agar Post Tag yang anda buat dalam postingan ikut  dimasukkan dalam daftar index, caranya jangan diberi centang pada  bagian Use noindex for Tag Archives dan nofollow links to tag pages.  Jika anda menggunakan Plugin XML Sitemap Generator for WordPress beri  centang pada bagian Include tag pages. Selanjutnya setiap anda membuat  postingan anda bisa memasukkan Post Tag dalam postingan anda, dan  buatlah Post Tag yang se-SEO mungkin dan relevan dengan tema postingan  anda. Jangan membuat post tag secara berlebihan apalagi tidak berkaitan  dengan tema postingan yang anda buat, jika hal ini dilakukan malah bisa  membahayakan blog anda, bisa-bisa blog anda akan dituduh keyword  spammer.</div><div style="text-align: justify;"><strong>28. </strong><strong>Optimasi Kecepatan Loading Website</strong><br />
2981. Cukup sering saya katakan dalam beberapa postingan sebelumnya, bahwa  waktu loading sebuah halaman website atau blog adalah salah satu faktor  dalam pemeringkatan Google. Beberapa hasil kajian menunjukkan bahwa  kecepatan loading sebuah website/blog juga akan mempengaruhi perilaku  pengunjung. Semakin cepat loading sebuah website akan membuat semakin  nyaman atau betah pengunjung tersebut dan akan punya nilai lebih.  Sebaliknya semakin lambat loading sebuah website juga ada kecenderungan  semakin membuat tidak nyaman untuk pengunjung tersebut, dan  ujung-ujungnya pengunjung akan menutup halaman website tersebut.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Jika Anda menggunakan WordPress, ada  banyak cara untuk meningkatkan kecepatan loading blog anda. Silahkan  anda telusuri tulisan saya di kategori Optimasi WordPress. Untuk  menganalisa bagian mana saja yang masih perlu untuk dioptimasi anda bisa  memanfaatkan add-ons Firebug, Page Speed dan Yslow.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Dan masih banyak cara lain yang bisa anda pakai untuk &lt;span style=&quot;text-decoration: underline;&quot;&gt;Meningkatkan&lt;/span&gt; &lt;span style=&quot;text-decoration: underline;&quot;&gt;Traffic&lt;/span&gt; &lt;span style=&quot;text-decoration: underline;&quot;&gt;Blog&lt;/span&gt; atau &lt;span style=&quot;text-decoration: underline;&quot;&gt;Website&lt;/span&gt;  baik melalui media online atau offline seperti membuat stiker, buku,  pamflet dll yang bisa anda kembangkan sendiri. Demikian tips dan triks  dari saya semoga dapat membantu dan bermanfaat untuk anda.&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/718122265864040871/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-mendapatkan-traffic-tinggi-part-ii.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/718122265864040871'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/718122265864040871'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-mendapatkan-traffic-tinggi-part-ii.html' title='cara mendapatkan traffic tinggi part II (update)'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-6058595025993632411</id><published>2012-04-10T17:43:00.000+07:00</published><updated>2012-04-10T17:43:29.465+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tentang blogger"/><title type='text'>cara memberi tombol home, back to top and bottom pada blog</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
2982. <br />
2983. Mari kita mulai saja <b>Tutorial </b>nya..<br />
2984. Eiiiit sebelum memulai <b><a href="http://argayoga.blogspot.com/" target="_blank">Tutorial</a> </b>nya saya ingin menjelas kan dulu <b>apa itu Tombol Home,Back To Top,Dan Bottom</b>..?<br />
2985. <br />
2986. <br />
2987. <br />
2988. <div style="text-align: center;"><span id="goog_1677137177"><span id="goog_1677137180"></span><span id="goog_1677137184"></span></span><a href="http://draft.blogger.com/"><span id="goog_1677137188"><span id="goog_1677137192"></span></span><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEismRK3IS9YilET3pakddUElijk1XnlzjD_LXMsXVVmZllpuxsX7LMWSnJYwCIZkVOUmGgxGO05Yf8aZXI5bt9FPUy6ni0W3-1v_KUkjqSj4iakjDD33EBcsVW45MOYjaSQZWKfydPPYdU/s1600/home+back+to+top.png" /><a name='more'></a><span id="goog_1677137193"></span><span id="goog_1677137189"></span></a><span id="goog_1677137185"></span><span id="goog_1677137181"></span><span id="goog_1677137178"></span></div><br />
2989. Untuk lebih jelas nya coba sobat klik <b><span id="goog_1677137197"></span><span id="goog_1677137201"></span>Tombol Home,Back To Top,Dan Bottom<span id="goog_1677137202"></span></b><span id="goog_1677137198"></span> yang ada pada <b>blog </b>saya,.<br />
2990. <div style="text-align: left;">sudah sobat klik,nah itu dia maksud nya dari Tombol Home,Back To Top,Dan Bottom..<br />
2991. Sobat tertarik untuk membuat nya di blog sobat..?<br />
2992. <div style="text-align: left;">jika tertarik,mari kita mulai cara pembuatan nya..<br />
2993. <br />
2994. 1.Masuk Ke akun Blog Sobat<br />
2995. 2.Pada Dasbor Pilih Rancangan-->Edit HTML Dan jangan Lupa Centang Kolo Expand Template Widget<br />
2996. 3.Kemudian Cari Kode ]]></b:skin> ( gunakan CTRL F atau F3 untuk memudahkan pencarian )<br />
2997. 4.Copy Paste Kode Dibawah Ini Tepat Diatas Kode Tadi</div></div><br />
2998. <a href="" name="more"></a><br />
2999. <div style="-moz-background-clip: border; -moz-background-inline-policy: continuous; -moz-background-origin: padding; -moz-border-radius-bottomleft: 10px; -moz-border-radius-bottomright: 10px; -moz-border-radius-topleft: 10px; -moz-border-radius-topright: 10px; background: rgb(0, 0, 0) none repeat scroll 0% 0%; border-color: rgb(212, 54, 33) rgb(31, 156, 10) rgb(31, 156, 10) rgb(212, 54, 33); border-style: solid; border-width: 4px; color: white; height: 400px; line-height: 1.5em; overflow: auto; padding: 5px; width: 500px;">#mangetsu {<br />
3000. position:fixed;_position:absolute;bottom:0px; right:0px;<br />
3001. clip:inherit;<br />
3002. _top:expression(document.documentElement.scrollTop+<br />
3003. document.documentElement.clientHeight-this.clientHeight);  _left:expression(document.documentElement.scrollLeft+  document.documentElement.clientWidth - offsetWidth); }<br />
3004. #mangetsu a<br />
3005. {<br />
3006. filter:alpha(opacity=65);<br />
3007. -moz-opacity:0.65;<br />
3008. opacity:0.65;<br />
3009. border:0;<br />
3010. }<br />
3011. #mangetsu img<br />
3012. {<br />
3013. border:0;<br />
3014. }<br />
3015. #mangetsu a:hover<br />
3016. {<br />
3017. filter:alpha(opacity=100);<br />
3018. -moz-opacity:1;<br />
3019. opacity:1;<br />
3020. }</div><br />
3021. <br />
3022. 5.Selanjutnya cari kode <span style="color: red;"></body></span> Dan Letak Kode Dibawah Ini Tepat Diatasnya<br />
3023. <br />
3024. <div style="-moz-background-clip: border; -moz-background-inline-policy: continuous; -moz-background-origin: padding; -moz-border-radius-bottomleft: 10px; -moz-border-radius-bottomright: 10px; -moz-border-radius-topleft: 10px; -moz-border-radius-topright: 10px; background: rgb(0, 0, 0) none repeat scroll 0% 0%; border-color: rgb(212, 54, 33) rgb(31, 156, 10) rgb(31, 156, 10) rgb(212, 54, 33); border-style: solid; border-width: 4px; color: white; height: 20px; line-height: 1.5em; overflow: auto; padding: 5px; width: 500px;"><a name='ngisor-dhewe'></a></div><br />
3025. 6.Langkah Terakhir Tinggal Memasukan Kode Dibawah  Ini Tepat Dibawah Kode <span style="color: red;"><body></span><br />
3026. <br />
3027. <div style="-moz-background-clip: border; -moz-background-inline-policy: continuous; -moz-background-origin: padding; -moz-border-radius-bottomleft: 10px; -moz-border-radius-bottomright: 10px; -moz-border-radius-topleft: 10px; -moz-border-radius-topright: 10px; background: rgb(0, 0, 0) none repeat scroll 0% 0%; border-color: rgb(212, 54, 33) rgb(31, 156, 10) rgb(31, 156, 10) rgb(212, 54, 33); border-style: solid; border-width: 4px; color: white; height: 200px; line-height: 1.5em; overflow: auto; padding: 5px; width: 500px;"><div id='mangetsu'><br />
3028. <table border='0'><br />
3029. <tr><br />
3030. <td><a expr:href='data:blog.homepageUrl'  title='Home'><img  src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBrwPrRUPIog9IoJJLc4MwGE-4sCHQJkW_mMQ6fE2CeUK3x0664APlJarXegZNFLN3rRJ2RDpCYPTPh0tHc9px7YI5T8GUsZ-KlaMaxY_XonAw13zTsbwQ4ynaX61EY5OWB85dQA4ZWzk/s320/home-icon2.png'/></a></td><br />
3031. <td><a href='#' title='back to top'><img  src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5PJ1QY2ySwAXR7PWH1P4L3VSA7rHI6ykCP0dp5ZfwNyhvFRSrXnou0JGfkKJ8-IA44FFXr1y065JWwxdwVsYTMYZ2Fx2zK8bQPaRdlY1RiIA1KY3BSaAfubjiclnEwBYXLDBruI9Bg_8/s320/pre-icon1.png'/></a></td><br />
3032. <td><a href='#ngisor-dhewe' title='back to bottom'><img  src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQ0m3pJAqVF4AFp16wkpUYP3cfYC58LBe_RhozEbz50JzCeh1cLFzQNXGt9eKbBscMd_R_HWhFsilRejpRVr20eW8T-eYCkIeWy0T2TjKcviWOhtJPGO1LakTRo1-w18PMEO2C2XVJyXM/s320/next-icon2.png'/></a></td><br />
3033. </tr><br />
3034. </table><br />
3035. </div> </div><br />
3036. <br />
3037. 7.Simpan<br />
3038. <br />
3039. Mudah kan sobat<a href="http://www.blogger.com/goog_1384488253"> </a><b><a href="http://argayoga.blogspot.com/" target="_blank">cara <span id="goog_1677137205"></span>membuat Tombol Home,Back To Top,Dan Bottom</a><span id="goog_1677137206"></span></b> nya...<br />
3040. Semoga Bermanpaat dan selamat mencoba.<br />
3041. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/6058595025993632411/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-memberi-tombol-home-back-to-top.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/6058595025993632411'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/6058595025993632411'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-memberi-tombol-home-back-to-top.html' title='cara memberi tombol home, back to top and bottom pada blog'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEismRK3IS9YilET3pakddUElijk1XnlzjD_LXMsXVVmZllpuxsX7LMWSnJYwCIZkVOUmGgxGO05Yf8aZXI5bt9FPUy6ni0W3-1v_KUkjqSj4iakjDD33EBcsVW45MOYjaSQZWKfydPPYdU/s72-c/home+back+to+top.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-4688542188925306356</id><published>2012-04-10T17:19:00.003+07:00</published><updated>2012-04-10T17:24:56.792+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cara dan tips-tips"/><title type='text'>cara daftar google+ (plus)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;color: #cc0000;&quot;&gt;&lt;a href=&quot;http://www.argayoga.blogspot.com/&quot; target=&quot;_blank&quot;&gt;semoga berguna buat kita !&lt;/a&gt;&lt;/div&gt;assalammu&#39;alaikum...&lt;br /&gt;
3042. <br />
3043. postingan ke 3 saya di sore ini, yaitu tentang <a href="http://argayoga.blogspot.com/2012/04/cara-daftar-google-plus.html" target="_blank">cara daftar google+</a><br />
3044. langsung saja sobat ikuti langkah=langkah berikut ini !<br />
3045. <br />
3046. Untuk para <span style="color: #cc0000;">pengguna internet yang sudah  mahir</span> mungkin <a href="http://argayoga.blogspot.com/2012/04/cara-daftar-google-plus.html" target="_blank">daftar google </a>plus tidak memiliki kesulitan yang berarti,  namun siapa tahu masih banyak para pengguna internet yang masih belum  mengetahui dengan jelas<br />
3047. <a name='more'></a> oleh karena itu tutorial singkat ini sengaja  dibuat, baiklah berikut ini langkah-langkah mudah memiliki google plus:<br />
3048. <br />
3049. <div style="text-align: justify;"></div><div style="text-align: justify;">1. Wajib memiliki email milik<a href="http://argayoga.blogspot.com/2012/04/cara-daftar-google-plus.html" target="_blank"> google</a> yaitu gmail.com, jika belum punya silakan daftar dulu.<br />
3050. 2. Selanjutnya Kunjungi alamat <span style="color: #cc0000;">https://plus.google.com/up/start/?sw=1&type=st</span><br />
3051. 3. Pada langkah ini silakan Klik <a href="http://argayoga.blogspot.com/2012/04/cara-daftar-google-plus.html" target="_blank">Keep Me Posted</a> dan Silakan masukan First name dan email yang sudah ada sebelumnya.<br />
3052. 4. Silakan mencari teman sebanyak-banyaknya.<br />
3053. Namun dikarenakan pada saat ini google plus masih menggunakan sistem  invite dan jumlah pengguna masih dibatasi, Jadi harap bersabar dulu  sampai nanti <b><a href="http://argayoga.blogspot.com/2012/04/cara-daftar-google-plus.html" target="_blank">cara daftar google plus</a></b> bebas untuk dimiliki siapa saja <img alt=":)" class="wp-smiley" src="http://www.aalil.com/wp-includes/images/smilies/icon_smile.gif" /><br />
3054. <br />
3055. sekian dan selamat mencoba sob..<br />
3056. wassalammu&#39;alaikum...&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/4688542188925306356/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-daftar-google-plus.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/4688542188925306356'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/4688542188925306356'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-daftar-google-plus.html' title='cara daftar google+ (plus)'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-8714403820466791077</id><published>2012-04-10T17:13:00.002+07:00</published><updated>2012-04-10T17:16:17.725+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tentang blogger"/><title type='text'>cara pasang iklan di dalam postingan</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3057. <br />
3058. selamat sore sobat... mari belajar bersama...<br />
3059. kita mulai saja caranya,, selamat membaca !<br />
3060. <br />
3061. <div class="MsoNormal"><a href="http://argayoga.blogspot.com/2012/04/cara-pasang-iklan-di-dalam-postingan.html" target="_blank"><b><span style="font-family: "Calibri","sans-serif"; text-decoration: none;">Cara Pasang Iklan di Posting Dengan Mudah</span></b></a>. Pada posting kali ini websitesofware akan coba sharing bagaimana <b><span style="font-family: "Calibri","sans-serif";">cara pasang iklan di posting</span></b> - posting ini di tulis karena ada salah seorang sobat blogger yang menanyakan bagaimana caranya untuk memasang iklan di posting melalui pesan di buku tamu (cbox)<br />
3062. <a name='more'></a> websitesofware. Mungkin iklan yang dimaksud adalah <i>iklan PPC (pay per clik) seperti Google Adsense, AdsenseCamp, KlikSaya</i>, NegeriAds dan sebagainya. <b><span style="font-family: "Calibri","sans-serif";">Penempatan iklan</span></b> yang benar sangat berpengaruh terhadap klik yang didapatkan agar penghasilan dari bisnis PPC ini bisa di nikmati.<br />
3063. <br />
3064. Posting ini akan memberikan <a href="http://argayoga.blogspot.com/2012/04/cara-pasang-iklan-di-dalam-postingan.html" target="_blank">tips pemasangan iklan di posting</a> pada saat pengunjung klik <a href="http://argayoga.blogspot.com/2012/04/cara-pasang-iklan-di-dalam-postingan.html" target="_blank">Read More</a> yang ditempatkan di bawah judul posting. Maksudnya, iklan hanya terlihat pada saat membuka keseluruhan artikel dan di bagian home page iklan tidak akan di tampilkan pada posting sehingga home page blog kita akan terlihat rapi. Berikut langkah-langkah yang harus dilakukan untuk <b>memasang iklan di posting</b> :<br />
3065. <br />
3066. 1. Log In pada <b><span style="font-family: "Calibri","sans-serif";">Account Blogger</span></b> Anda<br />
3067. <br />
3068. 2. Masuk ke <b><span style="font-family: "Calibri","sans-serif";">"Rancangan" kemudian pilih "</span></b>Edit Html"<br />
3069. <br />
3070. 3. Centang kotak <b><span style="font-family: "Calibri","sans-serif";">"Expand Template Widget"</span></b><br />
3071. <br />
3072. 4. Cari kode <div class='post-header-line-1'/> kemudian letakkan kode dibawah ini persis di bawah kode tersebut.<br />
3073. <br />
3074. <b:if cond='data:blog.pageType == "item"'><br/><br/><em><br />
3075. <br />
3076. <br />
3077. </em><br/></b:if><br />
3078. <br />
3079. Kode ini berfungsi untuk menampilkan iklan/widget pada saat kita klik Read More / Selanjutnya.<br />
3080. <br />
3081. 5. Sisipkan kode iklan anda diantara kode diatas, contohnya :<br />
3082. <br />
3083. <b:if cond='data:blog.pageType == "item"'><br/><br/><em><br />
3084. <br />
3085. <a href="http://argayoga.blogspot.com/" target="_blank"><b><span style="color: red; font-family: "Calibri","sans-serif";">Kode Iklan Anda</span></b></a><br />
3086. <br />
3087. </em><br/></b:if><br />
3088. <br />
3089. 6. Simpan Template</div><div class="MsoNormal"><br />
3090. &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;sekian dulu dan moga bermanfaat... &lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/8714403820466791077/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-pasang-iklan-di-dalam-postingan.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/8714403820466791077'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/8714403820466791077'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-pasang-iklan-di-dalam-postingan.html' title='cara pasang iklan di dalam postingan'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-2684085070693649954</id><published>2012-04-10T16:59:00.002+07:00</published><updated>2012-04-10T17:02:53.992+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="pengetehuan umum"/><title type='text'>pencarian terbanyak di google</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3091. <br />
3092. sore-sore... enaknya bahas apa ya ???<br />
3093. kalau bahas<a href="http://argayoga.blogspot.com/2012/04/pencarian-terbanyak-di-google.html" target="_blank"> pencarian terbanyak di google</a> oke kali ya,,,???<br />
3094. baiklah mari kita lihat apa saja yang menjadi atau ada dalam daftar pencarian terbanyak di google !<br />
3095. <a name='more'></a><br />
3096. <br />
3097. <br />
3098. diawali dengan penyanyi Amerika Serikat yang populer berkat single "Friday" ini  menempati pencarian terpesat secara umum, berdasarkan peringkat Google  Zeitgeist 2011. Pencarian "Rebbeca Black" bahkan mengalahkan "Google+",  "iPhone 5", "Adele", hingga "Steve Jobs".<br />
3099. <br />
3100. Selain di kategori umum, Rebbeca Black juga menjadi pencarian terpesat  di kategori Entertainment dan People. Di kategori Entertainment, Rebbeca  mengalahkan "Ryan Dunn Dead", "Price Tag Lyrics", "Amy Winehouse  Death", hingga "Kim Kardhasian Wedding".<br />
3101. <br />
3102. Sedangkan di kategori  People, penyanyi kelahiran 1997 ini mengalahkan "Ryan Dunn", "Pippa  Middleton", "Adele", "Steve Jobs", hingga "Osama bin Laden".<br />
3103. <br />
3104. Di  kategori olahraga, pencarian terpesat didapatkan "Mayweather vs Ortiz".  Pertandingan tinju yang berakhir dengan kemenangan kontroversial  Mayweather ini mengalahkan "Soccerstar", "Pacquiao Vs Mosley", hingga  "Marco Simoncelli".<br />
3105. <br />
3106. Di kategori lain, tablet Amazon Kindle Fire  menjadi pencarian terpesat di kategori Konsumsi Elektronik. Kindle Fire  mengalahkan "iPhone 4S", "iPad 2", juga "Samsung Nexus Prime".<br />
3107. <br />
3108. Berikut merupakan daftar pencarian terpesat<a href="http://argayoga.blogspot.com/2012/04/pencarian-terbanyak-di-google.html" target="_blank"> Google Zeitgeist 2011</a>.<br />
3109. <br />
3110. <b><a href="http://argayoga.blogspot.com/2012/04/pencarian-terbanyak-di-google.html" target="_blank">Kategori Umum Daftar Keyword Google Hot</a>:</b><br />
3111. 1. Rebbeca Black<br />
3112. 2. Google+<br />
3113. 3. Ryan Dunn<br />
3114. 4. Casey Anthony<br />
3115. 5. Battlefield 3<br />
3116. 6. iPhone 5<br />
3117. 7. Adele<br />
3118. 8. Fukushima Nuclear Plant<br />
3119. 9. Steve Jobs<br />
3120. 10. iPad 2<br />
3121. <br />
3122. <a href="http://argayoga.blogspot.com/search/label/beasiswa%20ke%20luar%20negeri" target="_blank"><b>Kategori Entertainment Keyword Google Terpanas:</b></a><br />
3123. 1. Rebbeca Black<br />
3124. 2. Ryan Dunn Dead<br />
3125. 3. Price Tag Lyric<br />
3126. 4. Amy Winehouse Death<br />
3127. 5. Super Bass Lyriv<br />
3128. 6. Crazy Stupid Love<br />
3129. 7. Disney Junior<br />
3130. 8. Kim Kardhasian Wedding<br />
3131. 9. The Lazy Song<br />
3132. 10. Rihanna Man Down<br />
3133. <br />
3134. <a href="http://argayoga.blogspot.com/search/label/kumpulan%20puisi" target="_blank"><b>Kategori Olahraga Google Hot Trends:</b></a><br />
3135. 1. Mayweather Vs Ortiz<br />
3136. 2. Soccerstar<br />
3137. 3. Dan Wheldon<br />
3138. 4. Ufc Rio<br />
3139. 5. Marco Simoncelli<br />
3140. 6. Troy Davis<br />
3141. 7. India Vs England<br />
3142. 8. (Tidak jelas, Bahasa Jepang)<br />
3143. 9. Hope Solo<br />
3144. 10. Pacquiao Vs Mosley<br />
3145. <br />
3146. <a href="http://argayoga.blogspot.com/search/label/kumpulan%20puisi" target="_blank"><b>Kategori Elektronik High Paying Keyword Google:</b></a><br />
3147. 1. Amazon Kindle Fire<br />
3148. 2. iPhone 4S<br />
3149. 3. Sidekick 4G<br />
3150. 4. Hp Touchpad<br />
3151. 5. Spb Shell 3d<br />
3152. 6. ipad 2<br />
3153. 7. Htc Sensation<br />
3154. 8. Samsung Nexus Prime<br />
3155. 9. Sony Ngp<br />
3156. 10. iPad 3<br />
3157. <a href="http://www.blogger.com/goog_778132707"><br />
3158. </a><br />
3159. <a href="http://argayoga.blogspot.com/2012/04/pencarian-terbanyak-di-google.html" target="_blank"><b>Kategori People:</b></a><br />
3160. 1. Rebbeca Black<br />
3161. 2. Ryan Dunn<br />
3162. 3. Pippa Middleton<br />
3163. 4. Casey Anthony<br />
3164. 5. Adele<br />
3165. 6. Steve Jobs<br />
3166. 7. Amy Winehouse<br />
3167. 8. Osama bin Laden<br />
3168. 9. Charlie Sheen<br />
3169. 10. Kate Middleton<br />
3170. <br />
3171. <a href="http://argayoga.blogspot.com/2012/04/pencarian-terbanyak-di-google.html" target="_blank"><b>Kategori Google News:</b></a><br />
3172. 1. Fukushima<br />
3173. 2. iPhone 4S<br />
3174. 3. Melania Rea<br />
3175. 4. Salvatore Parolisi<br />
3176. 5. Lamberto Sposini<br />
3177. 6. Battlefield 3<br />
3178. 7. Dsk<br />
3179. 8. iPhone 5<br />
3180. 9. Gaddafi<br />
3181. 10. Libya &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/2684085070693649954/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/pencarian-terbanyak-di-google.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2684085070693649954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2684085070693649954'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/pencarian-terbanyak-di-google.html' title='pencarian terbanyak di google'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-331246309655433167</id><published>2012-04-10T16:32:00.001+07:00</published><updated>2012-04-10T16:37:12.876+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tentang blogger"/><title type='text'>cara memasang widget wetter di blog</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3182. <br />
3183. <br />
3184. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><a href="http://argayoga.blogspot.com/2012/04/cara-memasang-widget-ywetter-di-blog.html" target="_blank"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt;">Cara Menampilkan Twitter Timeline di Blog / Web Anda </span></b></a></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 12.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Punya blog dan doyan ngoceh di twit? pengen <i>timeline</i> muncul di blog Anda? Bagaimana cara menampilkan <i>timeline</i> Twitter di blog Anda?  Twitter menyediakan fasilitas untuk menampilkan <i>timeline</i> / status tweets para pengguna untuk ditampilkan di website dengan menggunakan JavaScript. Caranya:</span><br />
3185. <a name='more'></a></div><ol style="text-align: left;"><li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Login ke Account<a href="https://twitter.com/#%21/Yogha_Argha" target="_blank"> Twitte</a>r anda.</span></li>
3186. <li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">.Klik "Settings"</span></li>
3187. <li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Pada tab "Profile", klik link "You can also add twitter to your site here" yang ada di bawah kotak isian web. </span></li>
3188. <li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Selanjutnya kamu akan dibawa ke halaman pilihan widget, klik "<a href="http://www.argayoga.blogspot.com/" target="_blank">Mywebsite</a>".</span></li>
3189. <li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Klik "Profile Widget".</span></li>
3190. <li><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12pt; text-decoration: none;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></li>
3191. <li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Atur pengaturan yang ada. "Settings" untuk mengatur nama profile. "Preferences" untuk mengatur isi dari widget Twitter, di antaranya avatar. "Appearance" untuk pengaturan warna. "Dimensions" untuk mengatur tinggi dan lebar widget.</span></li>
3192. <li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kamu bisa melihat dulu hasil seting yang sudah dibuat dengan mengklik "Test Settings". Hasilnya akan tampil di sebelah kanan halaman.</span></li>
3193. <li><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Jika sudah puas dengan seting yang dibuat, klik "<a href="http://argayoga.blogspot.com/2012/04/cara-memasang-widget-ywetter-di-blog.html" target="_blank">Finish & Grab Code</a>".</span></li>
3194. <li><span style="color: blue; font-family: "Times New Roman","serif"; font-size: 12pt; text-decoration: none;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Copy dan Paste kode yang diberikan di situs kamu. Dan hasilnya akan seperti ini.</span></li>
3195. </ol><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><a href="http://argayoga.blogspot.com/2012/04/cara-memasang-widget-ywetter-di-blog.html" target="_blank"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Selamat Mencoba!</span></a></div><div class="MsoNormal"><br />
3196. &lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/331246309655433167/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-memasang-widget-ywetter-di-blog.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/331246309655433167'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/331246309655433167'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-memasang-widget-ywetter-di-blog.html' title='cara memasang widget wetter di blog'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-2307115427726158740</id><published>2012-04-10T10:45:00.001+07:00</published><updated>2012-04-10T10:54:00.932+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cara dan tips-tips"/><title type='text'>cara memotivasi diri untuk belajar</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3197. <br />
3198. assalammu'alaikum...<br />
3199. siang-siang dari pada ngak ada kerjaan.. mumpung lagi jam kosong sekolah saya, mending berbagi postingan aja pada sobat semua.... lebih bermanfaat dari pada bengong tidak jelas di dalam kelas  :D<br />
3200. <br />
3201. pagi setengah siang ini :D saya akan membahas tentang bagaimana cara meningkatkan motivasi belajar diri anda...<br />
3202. <a name='more'></a><br />
3203. <br />
3204. <br />
3205. <m:smallfrac m:val="off">    <m:dispdef>    <m:lmargin m:val="0">    <m:rmargin m:val="0">    <m:defjc m:val="centerGroup">    <m:wrapindent m:val="1440">    <m:intlim m:val="subSup">    <m:narylim m:val="undOvr">   </m:narylim></m:intlim> </m:wrapindent>  </m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><br />
3206. <div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Ada beberapa <b><i><a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank" title="cara meningkatkan motivasi belajar"><span style="color: blue;">Cara Meningkatkan Motivasi Belajar Anak</span></a></i></b> dalam kegiatan belajar di sekolah, misalnya saja seperti yang diungkapkan A.M. Sardiman (2005:92-94), yaitu :</span></div><div class="MsoNormal"><br />
3207. </div><div class="MsoListParagraphCxSpFirst">1.Memberi angka</div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Angka dalam hal ini sebagai simbol dari nilai kegiatan belajarnya. Banyak siswa yang justru untuk mencapai angka/nilai yang baik. Sehingga yang dikejar hanyalah nilai ulangan atau nilai raport yang baik. Angka-angka yang baik itu bagi para siswa merupakan motivasi belajar yang sangat kuat. Yang perlu diingat oleh guru, bahwa pencapaian angka-angka tersebut belum merupakan hasil belajar yang sejati dan bermakna. Harapannya angka-angka tersebut dikaitkan dengan nilai afeksinya bukan sekedar kognitifnya saja.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2. Hadiah</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hadiah dapat menjadi<a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank"> <b><i><u>motivasi belajar</u></i></b></a> yang kuat, dimana siswa tertarik pada bidang tertentu yang akan diberikan hadiah. Tidak demikian jika hadiah diberikan untuk suatu pekerjaan yang tidak menarik menurut siswa.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3. Kompetisi</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Persaingan, baik yang individu atau kelompok, dapat menjadi sarana untuk meningkatkan motivasi belajar. Karena terkadang jika ada saingan, siswa akan menjadi lebih bersemangat dalam mencapai hasil yang terbaik.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">4. Ego-involvement</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menumbuhkan kesadaran kepada siswa agar merasakan pentingnya tugas dan menerimanya sebagai tantangan sehingga bekerja keras adalah sebagai salah satu bentuk motivasi yang cukup penting. Bentuk kerja keras siswa dapat terlibat secara kognitif yaitu dengan mencari cara untuk dapat <i><a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank" title="motivasi belajar"><span style="color: blue;">meningkatkan motivasi belajar</span></a></i>.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">5. Memberi Ulangan</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Para siswa akan giat belajar kalau mengetahui akan diadakan ulangan. Tetapi ulangan jangan terlalu sering dilakukan karena akan membosankan dan akan jadi rutinitas belaka.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">6.</span><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> Mengetahui Hasil</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Mengetahui hasil belajar bisa dijadikan sebagai alat motivasi belajar anak. Dengan mengetahui hasil belajarnya, siswa akan terdorong untuk belajar lebih giat. Apalagi jika hasil belajar itu mengalami kemajuan, siswa pasti akan berusaha mempertahankannya atau bahkan termotivasi untuk dapat meningkatkannya.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">7. Pujian</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Apabila ada siswa yang berhasil menyelesaikan tugasnya dengan baik, maka perlu diberikan pujian. Pujian adalah bentuk <i>reinforcement</i> yang positif dan memberikan motivasi yang baik bagi siswa. Pemberiannya juga harus pada waktu yang tepat, sehingga akan memupuk suasana yang menyenangkan dan mempertinggi motivasi  belajar serta sekaligus akan membangkitkan harga diri.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">8. Hukuman</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hukuman adalah bentuk <i>reinforcement</i> yang negatif, tetapi jika diberikan secara tepat dan bijaksana, bisa menjadi alat <a href="http://belajarpsikologi.com/fungsi-motivasi-dalam-proses-belajar/" title="Motivasi Belajar"><span style="color: blue;"></span></a><span style="color: blue;"><a href="http://argayoga.blogspot.com/" target="_blank">motivasi belajar</a> </span>anak. Oleh karena itu, guru harus memahami prinsip-prinsip pemberian hukuman tersebut.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hal senada juga diungkapkan oleh  Fathurrohman dan Sutikno (2007: 20) <b><i><a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank" title="motivasi belajar"><span style="color: blue;">motivasi belajar siswa</span></a></i></b> dapat ditumbuhkan melalui beberapa <a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" title="Cara Belajar"><span style="color: blue;">cara</span></a> yaitu:</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">a) Menjelaskan tujuan kepada peserta didik.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pada permulaan <a href="http://argayoga.blogspot.com/" target="_blank" title="Macam-Macam Metode Pembelajaran"><span style="color: blue;"></span></a><span style="color: blue;"><a href="" target="_blank">belajar mengaja</a>r</span> seharusnya terlebih dahulu seorang guru menjelaskan mengenai Tujuan Instruksional Khusus yang akan dicapainya kepada siswa. Makin jelas tujuan maka makin besar pula motivasi dalam belajar.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">b) Hadiah.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Hadiah akan memacu semangat mereka untuk bisa belajar lebih giat lagi. Berikan hadiah untuk siswa yang berprestasi. Di samping itu, siswa yang belum berprestasi akan termotivasi untuk bisa mengejar siswa yang berprestasi.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">c) Saingan/kompetisi.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Guru berusaha mengadakan persaingan di antara siswanya untuk meningkatkan prestasi belajarnya, berusaha memperbaiki hasil prestasi yang telah dicapai sebelumnya.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">d) Pujian.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Siswa yang berprestasi sudah sewajarnya untuk diberikan penghargaan atau pujian. Pujian yang diberikan bersifat membangun. Dengan pujian siswa akan lebih termotivasi untuk mendapatkan prestasi yang lebih baik lagi.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">e) Hukuman.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><b><i><span style="color: white; font-family: "Times New Roman","serif"; font-size: 24pt;">Cara Meningkatkan Motivasi Belajar</span></i></b><b><span style="font-family: "Times New Roman","serif"; font-size: 24pt;"></span></b></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Cara meningkatkan </span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span lang="DE-LU" style="color: blue;">motivasi belajar</span></span></i></b><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> dengan memberikan hukuman. Hukuman akan diberikan kepada siswa yang berbuat kesalahan saat proses belajar mengajar. Hukuman ini diberikan dengan harapan agar siswa tersebut mau merubah diri dan berusaha memacu motivasi belajarnya. Bentuk hukuman yang diberikan kepada siswa adalah hukuman yang bersifat mendidik seperti mencari artikel, mengarang dan lain sebagainya.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">f)  Membangkitkan dorongan kepada peserta didik untuk belajar.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Strateginya adalah dengan memberikan perhatian maksimal ke peserta didik. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Selain itu, guru juga dapat membuat siswa tertarik dengan materi yang disampaikan dengan cara menggunakan <a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" title="Macam-Macam Metode Pembelajaran"><span style="color: blue;">metode </span></a>yang menarik dan mudah dimengerti siswa.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">g) Membentuk kebiasaan belajar yang baik.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kebiasaan belajar yang baik dapat dibentuk dengan cara adanya jadwal belajar.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">h) Membantu <span style="color: blue;">kesulitan belajar</span> peserta didik, baik secara individual maupun kelompok.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Membantu <span style="color: blue;">kesulitan </span>peserta didik dengan cara memperhatikan proses dan hasil belajarnya.  Dalam proses belajar terdapat beberap unsur antara lain yaitu penggunaan metode untuk mennyampaikan materi kepada para siswa. Metode yang menarik yaitu dengan gambar dan tulisan warna-warni akan menarik siswa untuk  mencatat dan  mempelajari materi yang telah disampaikan..</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">i) Menggunakan <a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" title="Macam-Macam Metode Pembelajaran"><span style="color: blue;">metode </span></a>yang bervariasi.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Meningkatkan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span lang="DE-LU" style="color: blue;">motivasi belajar</span></span><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> dengan menggunakan </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank" title="Macam-Macam Metode Pembelajaran"><span lang="DE-LU" style="color: blue;">metode pembelajaran</span></a></span></b><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> yang variasi. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span lang="DE-LU" style="color: blue;">Metode</span></span><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> yang bervariasi akan sangat membantu dalam proses belajar dan mengajar. Dengan adanya metode yang baru akan mempermudah guru untuk menyampaikan materi pada siswa.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">j) Menggunakan </span><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://argayoga.blogspot.com/search/label/cara%20dan%20tips-tips" target="_blank" title="Media Pembelajaran"><span lang="DE-LU" style="color: blue;">media pembelajaran</span></a></span></i></b><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> yang baik, serta harus sesuai dengan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><a href="http://belajarpsikologi.com/pengertian-model-pembelajaran/" target="_blank" title="Tujuan Pembelajaran"><span lang="DE-LU" style="color: blue;">tujuan pembelajaran</span></a></span><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">.</span></div><div class="MsoListParagraphCxSpMiddle" style="line-height: normal; text-align: justify;"><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;">Berikut merupakan beberapa tips yang bisa anda gunakan untuk meningkatkan </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span lang="DE-LU" style="color: blue;">motivasi belajar</span></span><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12pt;"> anda, semoga berhasil!!</span></div><div class="MsoListParagraphCxSpLast" style="background: none repeat scroll 0% 0% white; line-height: normal; margin-bottom: 0.0001pt;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"><br />
3208. &lt;a href=&quot;http://belajarpsikologi.com/cara-meningkatkan-motivasi-belajar-anak/#ixzz1rbbiQ2nJ&quot;&gt;&lt;span style=&quot;color: #003399;&quot;&gt;&lt;/span&gt;&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin-left: 0.25in;&quot;&gt;wassalammu&#39;alaikum....&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/2307115427726158740/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-memotivasi-diri-untuk-belajar.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2307115427726158740'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2307115427726158740'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-memotivasi-diri-untuk-belajar.html' title='cara memotivasi diri untuk belajar'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-2593027542436917628</id><published>2012-04-08T18:59:00.002+07:00</published><updated>2012-04-08T19:04:52.977+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="zona download game"/><title type='text'>download game pc gratis</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3209. <br />
3210. assalammu'alaikum... <br />
3211. postingan kali ini adalah tentang game pc sob.. langsuga aja deh di download.. seru-seru game nya..<br />
3212. <br />
3213. <h2 style="text-align: left;"><a href="http://argayoga.blogspot.com/2012/04/download-game-pc-gratis.html" target="_blank">Alice and the Magic Gardens</a></h2><h2 style="text-align: left;"><img alt="" src="data:image/png;base64,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" 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" /><a name='more'></a> </h2><h2 style="text-align: justify;"></h2><div class="MsoNormal"></div><div class="MsoNormal"></div><div class="MsoNormal"><span style="font-size: 12pt; line-height: 115%;">Free the world of fairies from the grip of a dark magic in Alice and the Magic Gardens, a fun Match 3 game! Slide colored lockers into place to reveal the delicious fruits inside and then match identical fruits to earn points toward the completion of the level. Powerful bonus items like the Hammer and the Fruit Blaster add an extra element of fun to the already thrilling gameplay! Stop the evildoers and save the day in Alice and the Magic Gardens!</span></div><h2><a href="http://www.blogger.com/goog_1993265123"><span style="font-weight: normal;">download</span> </a><a href="http://www.share-games.com/alice-and-the-magic-gardens-game.htm" target="_blank"><span style="font-weight: normal;"></span></a></h2><h2><a href="http://argayoga.blogspot.com/2012/04/download-game-pc-gratis.html" target="_blank">Solitaire Mystery</a></h2><h2><img alt="" 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" 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" /> </h2><h2></h2><div class="MsoNormal"><span style="font-size: 12pt; line-height: 115%;">The oldest deck of cards in the world has been stolen from the Museum of Ancient History in Solitaire Mystery: Stolen Power. Track down the missing deck and save the world using the magical cards. Grab the cards before they fall into an evil villain’s hands! Search amazing Hidden Object scenes as you try to complete the deck to unleash the powerful magic contained within. Use the cards for good in Solitaire Mystery: Stolen Power!</span></div><h2><a href="http://www.share-games.com/solitaire-mystery-stolen-power-game.htm" target="_blank">download  </a></h2><h2><a href="http://argayoga.blogspot.com/2012/04/download-game-pc-gratis.html" target="_blank">Euro Truck Simulator</a></h2><h2><img alt="" 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" 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" /></h2><h2></h2><div class="MsoNormal"><br />
3214. </div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">European first - A truck simulation game in a European setting, with European long haulage trucks! Drive cargo from Rome to Berlin to Madrid to Prague - and many more cities - in realistic vehicles. Faithful reproduction of driving trucks on the European road. Pick up a variety of cargo, and deliver them on time! </span></div><ul type="square"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Highly realistic, meticulously      detailed models based on real trucks.</span></li>
3215. <li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Actual working instruments such      as flashing indicators, temperature and low fuel warning lights, wipers,      and a full set of gauges</span></li>
3216. <li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pan the camera around the      cabin, just as if you were actually sitting at the wheel</span></li>
3217. </ul><a href="http://www.blogger.com/goog_1993265135"><b> </b></a>  <br />
3218. <div class="MsoNormal"><a href="http://www.share-games.com/euro-truck-simulator-game.htm?468" target="_blank"><b><span style="font-size: 26pt; line-height: 115%;">downlaod</span></b></a></div><div class="MsoNormal"><b><span style="font-size: 26pt; line-height: 115%;">  </span></b></div><h2><a href="http://argayoga.blogspot.com/2012/04/download-game-pc-gratis.html" target="_blank">rFactor</a></h2><h2><img alt="" 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" /> </h2><h2></h2><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">After successfully creating over a dozen products in the past ten years, Image Space Incorporated presents rFactor! With an unpre-cedented flexibility, rFactor features a range of different vehicle types and racing circuits; a product that grows with the community! In the same way a club forms around a certain type of racing, rFactor's community feedback will help shape its evolution. Whether you’re an amateur, club racer, semi-pro, professional, or just car enthusiast, rFactor will have something to offer. rFactor offers the latest in vehicle and race customization, advanced graphics, and the height of racing realism! </span></div><ul type="square"><li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Updated 15 degrees of freedom      physics engine</span></li>
3219. <li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Advanced tire modeling</span></li>
3220. <li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Complex aerodynamics</span></li>
3221. <li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Real-time day/night transitions</span></li>
3222. </ul><h2><a href="http://www.share-games.com/rfactor-game.htm" target="_blank">downlad </a></h2><h2><a href="http://argayoga.blogspot.com/2012/04/download-game-pc-gratis.html" target="_blank">sekian dulu posting sare ini, semoga berguna..</a></h2><h2></h2><h2>jangan lupa mampir lagi....!<br />
3223. <br />
3224. wassalammu&#39;alaikum..&lt;/h2&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/2593027542436917628/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/download-game-pc-gratis.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2593027542436917628'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2593027542436917628'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/download-game-pc-gratis.html' title='download game pc gratis'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-4272433551082550029</id><published>2012-04-08T16:41:00.001+07:00</published><updated>2012-04-08T16:55:10.317+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tentang blogger"/><title type='text'>cara mendaftarkan RSS blog ke RSS DIRECTORIES</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3225. <br />
3226. assalammu'alaikum... sore sobat.. dari pada tidak ada kerjaan mending olah raga tagan biar capek..hehehe,,, ngak papa meskipun capek yang pentingbisa bermanfaat buat sobat semua. <br />
3227. langsung aja ke TKP !<br />
3228. <a href="http://www.blogger.com/goog_1858337932"><br />
3229. </a><br />
3230. <a href="http://argayoga.blogspot.com/2012/04/cara-mendaftarkan-rss-blog-ke-rss.html" target="_blank"><b>cara mendapatkan backlink dari RSS Directories</b></a>. <br />
3231. <a name='more'></a><b>RSS Directories</b> adalah web yang menyediakan space bagi para pemilik blog untuk <a href="http://argayoga.blogspot.com/2012/04/cara-mendaftarkan-rss-blog-ke-rss.html" target="_blank"><b>mendaftarkan feed rss blog</b></a>nya.  Tahu kan rss feed? Saya tidak mengerti dengan jelas bagaimana  definisinya. Tapi kalau alamat url rss feed saya tahu. He he he. Kalau  wordpress maka alamat url feed adalah <b>http://domain_mu.com/feed</b>, sedangkan blogspot maka alamat url feednya adalah <b>http://namablog_anda.blogspot.com/feeds/posts/default</b>. Jadi alamat itu yang anda daftarkan ke <b>RSS Directories</b>. <br />
3232. <div style="text-align: justify;">Apakah akan menambah backlink ke blog  anda? Pastinya saya tidak tahu. Tapi menurut sebagian besar blogger  tentu saja sangat berpengaruh sekali terhadap PR blog. Untuk menyakinkan  saya apakah <b>RSS Directories</b> bisa memberikan baclink pada blog, saya mencoba mensubmit blog <a href="http://argayoga.blogspot.com/" target="_blank" title="Panduan Blog"><b>blog anak sma</b></a> ini dan langsung mengeceknya. Silahkan anda cek juga alamat ini <span style="color: blue;">http://www.feedlisting.com/rss-feed-url/552727.html </span>. Ini adalah url blog <a href="http://argayoga.blogspot.com/" target="_blank"><b>blog anak sma</b></a> yang telah saya daftarkan. Setelah saya cek <b>View Source</b>nya, ternyata link yang tertanam <b>dofollow</b>. 75 % yakin dech bahwa <b>RSS Directories</b>. Kok 75% ? ya, yang 25% nya siapa tahu ada RSS Directories yang memasang rel nofollow pada webnya, karena saya tidak cek semua.</div><div style="text-align: justify;">Berikut saya berikan untuk anda daftar <b>RSS Directories</b> yang anda manfaatkan untuk <b>mendapatkan backlink</b>. Gratis loh.</div><ol style="text-align: justify;"><li><i><span style="color: green;">    http://feedagg.com</span></i></li>
3233. <li><i><span style="color: green;">    http://feedgy.com</span></i></li>
3234. <li><i><span style="color: green;">    http://feedlisting.com</span></i></li>
3235. <li><i><span style="color: green;">    http://feedmailer.net</span></i></li>
3236. <li><i><span style="color: green;">    http://feedage.com</span></i></li>
3237. <li><i><span style="color: green;">    http://feedfury.com</span></i></li>
3238. <li><i><span style="color: green;">    http://feedbase.net</span></i></li>
3239. <li><i><span style="color: green;">    http://feedgod.com</span></i></li>
3240. <li><i><span style="color: green;">    http://feedest.com</span></i></li>
3241. <li><i><span style="color: green;">    http://feedbees.com</span></i></li>
3242. <li><i><span style="color: green;">    http://feedpark.com</span></i></li>
3243. <li><i><span style="color: green;">    http://feedshot.com</span></i></li>
3244. <li><i><span style="color: green;">    http://feedster.com</span></i></li>
3245. <li><i><span style="color: green;">    http://feeds.com.br</span></i></li>
3246. <li><i><span style="color: green;">    http://feedsfarm.com</span></i></li>
3247. <li><i><span style="color: green;">    http://feed-directory.com</span></i></li>
3248. <li><i><span style="color: green;">    http://feedbeagle.com</span></i></li>
3249. <li><i><span style="color: green;">    http://feedplex.com</span></i></li>
3250. <li><i><span style="color: green;">    http://feeds4all.com</span></i></li>
3251. <li><i><span style="color: green;">    http://feed24.com</span></i></li>
3252. <li><i><span style="color: green;">    http://feedcat.net</span></i></li>
3253. <li><i><span style="color: green;">    http://feeds2read.net</span></i></li>
3254. <li><i><span style="color: green;">    http://feedzie.ziecom.com</span></i></li>
3255. <li><i><span style="color: green;">    http://feedbomb.com</span></i></li>
3256. <li><i><span style="color: green;">    http://feedsee.com</span></i></li>
3257. <li><i><span style="color: green;">    http://feedooyoo.com</span></i></li>
3258. <li><i><span style="color: green;">    http://feednuts.com</span></i></li>
3259. <li><i><span style="color: green;">    http://rssfeeds.org</span></i></li>
3260. <li><i><span style="color: green;">    http://rssfeeddirectory.org</span></i></li>
3261. <li><i><span style="color: green;">    http://goldenfeed.com</span></i></li>
3262. <li><i><span style="color: green;">    http://leighrss.com</span></i></li>
3263. <li><i><span style="color: green;">    http://millionrss.com</span></i></li>
3264. <li><i><span style="color: green;">    http://rapidfeeds.com</span></i></li>
3265. <li><i><span style="color: green;">    http://readablog.com</span></i></li>
3266. <li><i><span style="color: green;">    http://rssbuffet.com</span></i></li>
3267. <li><i><span style="color: green;">    http://rsschomp.com</span></i></li>
3268. <li><i><span style="color: green;">    http://rssfeeds.com</span></i></li>
3269. <li><i><span style="color: green;">    http://rssmicro.com</span></i></li>
3270. <li><i><span style="color: green;">    http://rssmountain.com</span></i></li>
3271. <li><i><span style="color: green;">    http://rssmotron.com</span></i></li>
3272. <li><i><span style="color: green;">    http://rssroot.com</span></i></li>
3273. <li><i><span style="color: green;">    http://rsstop10.com</span></i></li>
3274. <li><i><span style="color: green;">    http://rss-network.com</span></i></li>
3275. <li><i><span style="color: green;">    http://realty-feeds.net</span></i></li>
3276. <li><i><span style="color: green;">    http://rss-clipping.com</span></i></li>
3277. <li><i><span style="color: green;">    http://readafeed.de</span></i></li>
3278. <li><i><span style="color: green;">    http://rss-portal.com</span></i></li>
3279. <li><i><span style="color: green;">    http://rss-feeds-4u.com</span></i></li>
3280. <li><i><span style="color: green;">    http://rssmad.com</span></i></li>
3281. </ol><div style="text-align: justify;"><span style="color: black;">Bagaimana <b>cara Submit RSS Feed</b> ke <b>RSS Directories</b> ? Begini, saya kasih contoh feed blog <a href="http://argayoga.blogspot.com/" target="_blank"><b>blog anak sma</b></a> yang telah saya daftarkan. 1 contoh saja ya. Jangan semua. Dalam contoh saya submit rss feed blog ke <b>http://www.feedlisting.com</b> sehingga saya dapat url seperti ini <b>http://www.feedlisting.com/rss-feed-url/552727.html</b>.</span></div><div style="text-align: justify;"><span style="color: black;">1. Buka <b>http://www.feedlisting.com/submit.php</b></span></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7wo-XHnhSK2T-dtip4rqgsYneLA4tggVCiSJI6ggR2fAgpWpyAHjCHaZ0hDrOMmeO7_jfsrCq8JrVFl0MSohyphenhyphenMYMTmjQCSKg_n7chiq1a3OoNFK2Rw7mKDYYzbSXcZvrQ2T24_oMpwCE/s1600/RSS_Directories.gif" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="aligncenter" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7wo-XHnhSK2T-dtip4rqgsYneLA4tggVCiSJI6ggR2fAgpWpyAHjCHaZ0hDrOMmeO7_jfsrCq8JrVFl0MSohyphenhyphenMYMTmjQCSKg_n7chiq1a3OoNFK2Rw7mKDYYzbSXcZvrQ2T24_oMpwCE/s1600/RSS_Directories.gif" /></a></div><div style="text-align: justify;"><span style="color: black;">2. Isi formulir yang tersedia sebagai berikut : </span></div><div style="text-align: justify;"><span style="color: black;">- <b>Select Category</b>, pilih kategori blog anda, kalau saya pilih Advertising and Marketing.</span></div><div style="text-align: justify;"><span style="color: black;">- <b>RSS Feed title</b>, masukkan juduk/topik blog anda, contoh tips blogging dan bisnis online</span></div><div style="text-align: justify;"><span style="color: black;">-<b>RSS URL</b>, masukkan alamat rss anda. Kalau WordPress <b>http://domain_mu.com/feed</b> dan kalau blogspot <b>http://namablog_anda.blogspot.com/feeds/posts/default</b></span></div><div style="text-align: justify;"><span style="color: black;">- <b>Your Answer</b>, Masukkan kata kata acak yang ada di kolom Your Answer</span></div><div style="text-align: justify;"><span style="color: black;">- Klik tombol <b>submit</b></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMcQAezV48t7CirVFfYeU2q94rBN_s1MKgd7cYajLxc1RmAnRR-siHrwSljDlgOlHbQBm2TRAPP34gZa1wrngYClRvRRT3ouIBjjW1AX3xY9UNs16mFE8A8YDTEoNPYEZnwLxTgP6oX3U/s1600/RSS-Directories.gif" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMcQAezV48t7CirVFfYeU2q94rBN_s1MKgd7cYajLxc1RmAnRR-siHrwSljDlgOlHbQBm2TRAPP34gZa1wrngYClRvRRT3ouIBjjW1AX3xY9UNs16mFE8A8YDTEoNPYEZnwLxTgP6oX3U/s1600/RSS-Directories.gif" /></a></div><div style="text-align: justify;"><span style="color: black;">- Sukses. Anda telah berhasil <b>mendaftarkan url rss feed anda ke RSS Directories</b>.  Untuk meyakinkan anda apakah rss sudah benar benar terdaftar klik saja  Newest, lalu klik Title Rss yang anda buat pada saat submit tadi. Setiap  ada blogger yang mendaftarkan rss blognya maka akan langsung tayang  seperti di bawah ini.</span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi32T03CrRDEP7vLS3yh6j-1WAK8l8ssf2ppV9PtTGo-SiZas-SCRB7RVaPVkT6QZEnnBHzynXhHnid0aWVDiGTCs5W1IR5LydAQdxKyfM2YFjQhrNHKseSYjPip62vU27y6Cz8AV-LUhY/s1600/Proof_RSS-Directories.gif" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi32T03CrRDEP7vLS3yh6j-1WAK8l8ssf2ppV9PtTGo-SiZas-SCRB7RVaPVkT6QZEnnBHzynXhHnid0aWVDiGTCs5W1IR5LydAQdxKyfM2YFjQhrNHKseSYjPip62vU27y6Cz8AV-LUhY/s1600/Proof_RSS-Directories.gif" /></a></div><div style="text-align: justify;"><span style="color: black;">Yang paling atas/no 1 adalah <a href="http://argayoga.blogspot.com/2012/04/cara-membuat-buku-tamu.html" target="_blank"><b>caramembuat buku tamu tanpa klick</b></a>, rss blog milik saya </span></div><div style="text-align: justify;"><span style="color: black;">- Langkah terakhir adalah submit url yang telah anda dapatkan dari <b>http://www.feedlisting.com</b> ke <b>www.pingfarm.com</b>. Seperti yang saya lakukan. Url saya adalah </span><span style="color: black;"><b>http://www.feedlisting.com/rss-feed-url/552727.html</b></span><span style="color: black;"> telah saya ping ke mesin pencari melalui <b>www.pingfarm.com</b></span></div><div style="text-align: justify;"><span style="color: black;">Informasi ini saya dapatkan dari blog sahabat kita <b>http://bloggerrame.blogspot.com</b>. Silahkan anda berkunjung ke sana untuk silaturrahmi sekalian belajar-balajar..</span><br />
3282. <span style="color: black;"><br />
3283. </span><br />
3284. sekian dulu postingan tentang <a href="http://argayoga.blogspot.com/2012/04/cara-mendaftarkan-rss-blog-ke-rss.html" target="_blank">cara mendaftarkan RSS blog ke RSS DIRECTORIES</a><br />
3285. semoga apa yang saya berikan bisa berguna bagi sobat semua...<br />
3286. ohh ya... jangan lupa tinggalin coment sobat ya... terima kasih..<br />
3287. <br />
3288. wassalammu&#39;alaikum...&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/4272433551082550029/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-mendaftarkan-rss-blog-ke-rss.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/4272433551082550029'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/4272433551082550029'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-mendaftarkan-rss-blog-ke-rss.html' title='cara mendaftarkan RSS blog ke RSS DIRECTORIES'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7wo-XHnhSK2T-dtip4rqgsYneLA4tggVCiSJI6ggR2fAgpWpyAHjCHaZ0hDrOMmeO7_jfsrCq8JrVFl0MSohyphenhyphenMYMTmjQCSKg_n7chiq1a3OoNFK2Rw7mKDYYzbSXcZvrQ2T24_oMpwCE/s72-c/RSS_Directories.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-9212147454772211486</id><published>2012-04-08T16:11:00.003+07:00</published><updated>2012-04-08T16:21:45.833+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tentang blogger"/><title type='text'>cara membuat buku tamu terbuka tanpa klick</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3289. <br />
3290. assalammu'alaikum...<br />
3291. He he he. apa itu SHOUTMIX Bingung amat sich. Kalau menurut saya keren banget. Bahkan  ada sebagian blogger yang membuat variasi dengan tampilan buku tamu yang  miring-miring kayak menara visa. Tapi dalam contoh saya berikan yang  seperti di bawah ini : <br />
3292. <a name='more'></a><br />
3293. <div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhOkvLAlwYAPWcLKB7iK23zSlSn4r7L_0wacaFpnEU1NzJjc1sDkU9UoCvs3VvQayYZ90sIQ4jVIgy37CLj5WJiKB-e9zjG97oKnxrXTN85R7kDf4Bgn-bgjCCzWwYMlz6wBkbKRbp8uw/s1600/bukutamukeren1.gif" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="aligncenter" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhOkvLAlwYAPWcLKB7iK23zSlSn4r7L_0wacaFpnEU1NzJjc1sDkU9UoCvs3VvQayYZ90sIQ4jVIgy37CLj5WJiKB-e9zjG97oKnxrXTN85R7kDf4Bgn-bgjCCzWwYMlz6wBkbKRbp8uw/s1600/bukutamukeren1.gif" /></a></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieQ190xKC8FiRlJFZG3rvQmT1BOPqMJAtCafcjUFSVLHRBvKN7cO-3y9U_-7mXkgzHAFLDsjUxzIVd8nTfYi7fsBG7Gp0oPV0yz_WUCGElyWrarwaTypp5-8hfhz9hiNezrfOy6l-2Xa8/s1600/bukutamukeren2.gif" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="aligncenter" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieQ190xKC8FiRlJFZG3rvQmT1BOPqMJAtCafcjUFSVLHRBvKN7cO-3y9U_-7mXkgzHAFLDsjUxzIVd8nTfYi7fsBG7Gp0oPV0yz_WUCGElyWrarwaTypp5-8hfhz9hiNezrfOy6l-2Xa8/s1600/bukutamukeren2.gif" /></a></div><div style="text-align: justify;"><b>Bagaimana cara membuatnya?</b></div><div style="text-align: justify;">Gampang banget. Tapi maaf <a href="http://argayoga.blogspot.com/2012/04/cara-membuat-buku-tamu.html" target="_blank" title="tutorial blog"><b>tutorial blog</b></a> kali khusus pemilik blog blogsot. Untuk blog WordPress seperti muktiblog ini saya coba tidak bisa. Malah kacau.</div><div style="text-align: justify;">1. Login ke <b>blogger.com</b></div><div style="text-align: justify;">2. Klik <b>Design atau Rancangan</b></div><div style="text-align: justify;">3. Lalu klik <b>Tambah Gadget</b></div><div style="text-align: justify;">4. Pilih <b>HTML/Javascript</b></div><div style="text-align: justify;">5. Masukkan kode di bawah ini di area <b>HTML/Java Script</b>.</div><div style="text-align: justify;">6. Jangan lupa masukkan kode <b>Buku Tamu</b> anda di tempat yang bertuliskan <b>Kode Buku Tamu anda di sini</b>. Ganti dengan kode buku tamu anda<br />
3294. 7. untuk mendapatkan code buku tamu langsung aja sobat daftar <a href="http://www.shoutmix.com/" target="_blank">di sini</a>  </div><div style="text-align: justify;"><br />
3295. Ini kodenya :</div><div style="text-align: justify;"><span style="color: green;"><style type=”text/css”></span><br />
3296. <span style="color: green;">#gb{</span><br />
3297. <span style="color: green;">position:fixed;</span><br />
3298. <span style="color: green;">top:50px;</span><br />
3299. <span style="color: green;">z-index:+1000;</span><br />
3300. <span style="color: green;">}</span><br />
3301. <span style="color: green;">* html #gb{position:relative;}</span><br />
3302. <span style="color: green;">.gbtab{</span><br />
3303. <span style="color: green;">height:100px;</span><br />
3304. <span style="color: green;">width:30px;</span><br />
3305. <span style="color: green;">float:left;</span><br />
3306. <span style="color: green;">cursor:pointer;</span><br />
3307. <span style="color: green;">background:url(‘https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxlNeNaXehacAe4EbiCPJXZjYG7cm-UNBi8DKWV_WjBQVnYKxlKNBuC9AyzR_aMBLGJprXZ0U3hsKCWDkkrETQeZtvqQhN4D2_CCxREst8FiGGyLchVvWHzeCTlt1wIY_N_sRgJCRQPljO/s320/tabs.png’) no-repeat;</span><br />
3308. <span style="color: green;">}</span><br />
3309. <span style="color: green;">.gbcontent{</span><br />
3310. <span style="color: green;">float:left;</span><br />
3311. <span style="color: green;">border:2px solid #666666;</span><br />
3312. <span style="color: green;">background:#F5F5F5;</span><br />
3313. <span style="color: green;">padding:10px;</span><br />
3314. <span style="color: green;">}</span><br />
3315. <span style="color: green;"></style></span><br />
3316. <span style="color: green;"><script type=”text/javascript”></span><br />
3317. <span style="color: green;">function showHideGB(){</span><br />
3318. <span style="color: green;">var gb = document.getElementById(“gb”);</span><br />
3319. <span style="color: green;">var w = gb.offsetWidth;</span><br />
3320. <span style="color: green;">gb.opened ? moveGB(0, 30-w) : moveGB(20-w, 0);</span><br />
3321. <span style="color: green;">gb.opened = !gb.opened;</span><br />
3322. <span style="color: green;">}</span><br />
3323. <span style="color: green;">function moveGB(x0, xf){</span><br />
3324. <span style="color: green;">var gb = document.getElementById(“gb”);</span><br />
3325. <span style="color: green;">var dx = Math.abs(x0-xf) > 10 ? 5 : 1;</span><br />
3326. <span style="color: green;">var dir = xf>x0 ? 1 : -1;</span><br />
3327. <span style="color: green;">var x = x0 + dx * dir;</span><br />
3328. <span style="color: green;">gb.style.right = x.toString() + “px”;</span><br />
3329. <span style="color: green;">if(x0!=xf){setTimeout(“moveGB(“+x+”, “+xf+”)”, 10);}</span><br />
3330. <span style="color: green;">}</span><br />
3331. <span style="color: green;"></script></span><br />
3332. <span style="color: green;"><div id=”gb”></span><br />
3333. <span style="color: green;"><div onclick=”showHideGB()”> </div></span><br />
3334. <span style="color: green;"><div></span></div><span style="color: red;"><b>—-Kode Buku Tamu anda di sini—–</b></span><br />
3335. <span style="color: green;"><div style=”text-align:right”></span><br />
3336. <span style="color: green;"><a href=”javascript:showHideGB()”></span><br />
3337. <span style="color: green;">[close/tutup]</span><br />
3338. <span style="color: green;"></a></span><br />
3339. <span style="color: green;"></div></span><br />
3340. <span style="color: green;"></div></span><br />
3341. <span style="color: green;"></div></span><br />
3342. <span style="color: green;"><script type=”text/javascript”></span><br />
3343. <span style="color: green;">var gb = document.getElementById(“gb”);</span><br />
3344. <span style="color: green;">gb.style.right = (30-gb.offsetWidth).toString() + “px”;</span><br />
3345. <span style="color: green;"></script></span><br />
3346. <div style="text-align: justify;">7. Terakhir klik <b>Save</b> atau <b>Simpan</b>. Lihat hasilnya.</div><div style="text-align: justify;">Demikian saja artikel tentang Cara  Membuat Buku Tamu Buka Tutup di Sisi Browser. Semoga sangat manfaat ya  dan anda bisa puas dengan tampilan buku anda yang baru<br />
3347. <br />
3348. sekian dulu postingan tentang <a href="http://argayoga.blogspot.com/2012/04/cara-membuat-buku-tamu.html" target="_blank">cara membuat buku tamu terbuka tanpa klick </a><br />
3349. semoga apa yang saya berikan bisa berguna bagi sobat semua...<br />
3350. <br />
3351. wassalammu&#39;alaikum...&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/9212147454772211486/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-membuat-buku-tamu.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/9212147454772211486'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/9212147454772211486'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-membuat-buku-tamu.html' title='cara membuat buku tamu terbuka tanpa klick'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhOkvLAlwYAPWcLKB7iK23zSlSn4r7L_0wacaFpnEU1NzJjc1sDkU9UoCvs3VvQayYZ90sIQ4jVIgy37CLj5WJiKB-e9zjG97oKnxrXTN85R7kDf4Bgn-bgjCCzWwYMlz6wBkbKRbp8uw/s72-c/bukutamukeren1.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-6953081220900720404</id><published>2012-04-08T15:54:00.002+07:00</published><updated>2012-04-08T16:01:59.976+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tentang blogger"/><title type='text'>cara membuat blog di blogspot</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3352. <br />
3353. assalammu;alaikum...<br />
3354. baiklah sore ini kita akan membahas bagaimana cara atau panduan untuk membuat blog di blogspot<b> (<a href="http://www.blogger.com/">www.blogger.com</a>) </b><br />
3355. <a name='more'></a><br />
3356. <br />
3357. ngak usah bicara panjang lebar lagi capek soalnya nulis seperti ini.. hehehe.. tapi demi sobat sema <a href="http://argayoga.blogspot.com/" target="_blank">saya</a> rela asalkan ilmu yang saya berikan bermanfaat bagi sobat semua ! <br />
3358. <br />
3359. <a href="http://argayoga.blogspot.com/2012/04/cara-membuat-blog-di-blogspot.html" target="_blank"><b>Cara membuat Blog di Blogger</b></a> - <b>Blog</b>  merupakan sigkatan dari “Web log” adalah salah satu aplikasi web berupa  tulisan-tulisan yang umum disebut sebagai posting pada halaman web.  Tulisan-tulisan tersebut seringkali diurut dari yang terbaru dan diikuti  oleh yang lama. <br />
3360. <br />
3361. Pada awalnya, <i>blog</i> dibuat adalah sebagai catatan pribadi yang  disimpan secara online, namun kini isi dari sebuah blog sangat  bervariatif ada yang berisi tutorial ( contoh blog ini ), curhat, bisnis  dan lain sebagainya. Secara umum, blog tidak ada bedanya dengan website  pada umumnya yang ada di internet. <br />
3362. <br />
3363. <b>Flatform blog</b> atau seringkali disebut dengan mesin blog dibuat  sedemikian rupa oleh para designer/programer penyedia blog agar mudah  untuk digunakan. Dulu, untuk membuat aplikasi web diperlukan pengetahuan  tentang pemrograman HTML, PHP, CSS dan lain sebagainya, dengan blog  semuanya menjadi mudah semudah menyebut angka 1 2 3.<br />
3364. <br />
3365. <h2>Cara membuat Blog di Blogger</h2>Salah satu penyedia blog gratis yang cukup populer saat ini adalah  <i>blogspot</i> atau<a href="http://www.blogger.com/" target="_blank"> <i>blogger</i></a>,  dimana ketika mendaptar adalah melalui situs blogger.com namun nama  domain yang akan anda dapatkan adalah sub domain dari blogspot, contoh :  contohsaja.blogspot.com<br />
3366. <br />
3367. Kenapa harus membuat blog di blogger.com bukan pada situs penyedia blog  lainnya? Sebenarnya tidak ada keharusan untuk membuat blog di blogger,  namun ada banyak kelebihan yang dimiliki blogger di banding dengan  penyedia blog lain. Beberapa contoh kelebihan <b>blogger</b> di banding  yang lain yaitu mudah dalam pengoperasian sehingga cocok untuk pemula,  lebih leluasa dalam mengganti serta mengedit template sehingga tampilan  blog anda akan lebih fresh karena hasil kreasi sendiri, custom domain  atau anda dapat mengubah nama blog anda dengan nama domain sendiri  misalkan <a href="http://yogaarga.blogspot.com/"><span style="color: red;">yogaarga.blogspot.com</span></a> di ubah menjadi <span style="color: red;">yogaarga.com</span>,sedangkan hosting tetap menggunakan blogspot dan masih tetap gratis.<br />
3368. <br />
3369. Perlu ditekankan dari awal bahwa internet itu sifatnya sangat dinamis,  sehingga mungkin saja dalam beberapa waktu kedepan panduan <a href="http://argayoga.blogspot.com/2012/04/cara-membuat-blog-di-blogspot.html" target="_blank"><b>membuat blog</b></a> di blogger ini akan sedikit berbeda dengan apa yang anda lihat di blogger.com<br />
3370. <br />
3371. Untuk mengurangi hal yang tidak perlu di tulis, berikut <a href="http://argayoga.blogspot.com/2012/04/cara-membuat-blog-di-blogspot.html">cara membuat blog</a> di blogger.com<br />
3372. <h3>Membuat Email</h3>Salah satu syarat yang harus dipenuhi dalam membuat blog adalah anda memiliki alamat <a href="https://www.google.co.id/search?q=panduan+membuat+blog&ie=utf-8&oe=utf-8&aq=t&rls=org.mozilla:id:official&client=firefox-a#hl=id&client=firefox-a&hs=5BU&rls=org.mozilla:id%3Aofficial&sclient=psy-ab&q=gmail&oq=gmail&aq=f&aqi=&aql=&gs_l=serp.3...794677l795775l1l796166l5l5l0l0l0l0l0l0ll0l0.frgbld.&bav=on.2,or.r_gc.r_pw.r_qf.,cf.osb&fp=3b842fe75b596c59&biw=1366&bih=714" target="_blank">email</a>  yang masih aktif atau di gunakan. Jika anda belum mempunyai alamat  email, silahkan daftar terlebih dahulu di gmail karena blogger adalah  salah satu layanan dari Google maka ketika mendaftar ke blogger  sebaiknya gunakan email <i>gmail</i>. <br />
3373. <h3><a href="http://argayoga.blogspot.com/2012/04/cara-membuat-blog-di-blogspot.html" target="_blank">Daftar Blog di blogger</a></h3><ol><li>Silahkan kunjungi situs http://www.blogger.com</li>
3374. <li>Setelah halaman pendaftaran terbuka, alihkan perhatian ke sebelah  kanan bawah, ubah bahasa ke Indonesia agar lebih mudah difahami. <br />
3375. <img alt="pilih bahasa" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP0YO1LKcnvFjwmA_vyLoEf_lYSJ3dAlC9fCWCZi8ffegAeuDX4HWdxvA_BzuYeu0PB5Pcr4NKGvh9ND4XFHVIUS3TG6fgR3pyMkvjVcCGqqOWI8uTfWoVEAJKjMxGca8hG1Q4k23IAxrO/s1600/pilih-bahasa.jpg" /> </li>
3376. <li>Silahkan langsung masuk/login dengan menggunakan <i>username/nama pengguna</i> serta <i>password/sandi</i> gmail anda ( akun email anda bisa untuk login ke blogger). <br />
3377. <img alt="login gmail" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZAvChBynPZydOrk_G6O1f_7pzHwpDzDXfeZ_c2y-aDL4i9jUJnakfd77f-crUUDooyc4WgexZiFRm0N4HKKXsEzGL3RLaPvE0sdl4zXcCMJp7QZ-FboYmdboRazdF9yQ_jYM4FEibAx1D/s1600/masuk-gmail.jpg" /> </li>
3378. <li>Isilah formulir yang ada : <ol><li><i>Nama tampilan</i> : isi dengan nama yang ingin tampil pada profile blog anda.</li>
3379. <li><i>Jenis Kelamin</i> : pilih sesuai dengan jenis kelamin anda, misal : pria.</li>
3380. <li><i>Penerimaan Persyaratan</i> : Beri tada ceklis sebagai tanda anda  setuju dengan peraturan yangtelah di tetapkan oleh pihak blogger. Saran:  sebaiknya anda membaca terlebih dahulu persyaratan yang ada agar anda  tahu dan mengerti apa yang boleh dan tidak diperbolehkan ketika  menggunakan layanan blogger.</li>
3381. <li>Klik tanda panah bertuliskan “<b>Lanjutkan</b>”. <br />
3382. <img alt="lanjutkan membuat blog" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzmZdHJWuTvFEqA-Dd3fXjh5w3Uuqb5OKFLfF62xFoahNq7Z-_aYh4Ea2hDTiiLtcRsSaDeM-d6usLlbgpeT7HyTTnfvAZvZCAFbPpjM0DGbbVPhiWgZZ2JTPLcD5CoUZwC7cMSnO_RwUu/s1600/lanjutkan-membuat-blog.jpg" /> </li>
3383. </ol></li>
3384. <li>Klik tombol “<b>Blog Baru</b>”. <br />
3385. <img alt="buat blog baru" border="0" height="107" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikr0NF6N2x2xI_a1-yH1ssYEUNiczzPauOL3SsJLxiBdAIJvkn6DQ9yT-evfcnEitzBmH1j9pAk5231xK2lnURSROXN5UJosvTd1UPf7-XPfrcFNj_BjWYMiRKWKUgvegzOtUdSfPKdaxs/s320/buat-blog-baru.jpg" width="320" /> </li>
3386. <li>Isilah formulir : <ol><li><i>Judul</i> : Isi dengan judul blog yang di inginkan, misal : Coretan sang penghayal</li>
3387. <li><i>Alamat</i> : isi dengan alamat blog yang di inginkan. Ingat!  Alamat ini tidak dapat di edit kembali setelah dibuat, apabila anda  ingin serius, maka pilihlah nama yang benar-benar anda inginkan.</li>
3388. <li><i>Template </i>: pilih template (tampilan blog) yang disukai (ini dapat ganti kembali).</li>
3389. <li>Lanjutkan dengan klik tombol “<b>Buat blog!</b>”. <br />
3390. <img alt="buat blog" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-cd0b42wy2xTa0AZTRFF-MTTex3w4-O9tHVf_z9ctpUDW1gYUJDgMRoptF32tNuJ1C9t0xo49tqLz_xNBGE8dIwJ5F0xrl2l8_nhNQU1V6nENgu-K8Ko1m4koshWKPBHtYgzMOloUTsjZ/s1600/ciptakan-blog-baru.jpg" /> </li>
3391. <li>Sampai disini blog anda telah berhasil di buat.  </li>
3392. </ol></li>
3393. <li>Untuk menghindari spam filter, sebaiknya anda langsung posting sembarang saja. Klik tulisan “<b>Mulai mengeposkan</b>”. <br />
3394. <img alt="mulai posting" border="0" height="78" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjH9kdfaZfkpwDNSSGn14UXTZjPxAgBSgtsAg6BtO9g4CB1dww_GNHAk-cFmKmPDK4HwOU_coMraodyPtpQM0tL4u4s7UkX6HrmnPO5WeyMYkwYqpYEhPA9w1i1emKDowHU1Ro3iWRkgeNt/s320/mulai-posting.jpg" width="320" /> </li>
3395. <li>Isi judul serta artikel. Akhiri dengan klik tombol “<b>Publikasikan</b>”. <br />
3396. <img alt="publikasikan" border="0" height="105" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtkbO3RSqKwLfWXWJAH_BU9B6gmHFfF4Q7TqYW_YoH_6lrPDuzaabR2kkYNuSyki9S3MsP4zyhMTwzXzrpw9O0ECJeYKVE3G-zj1kwXE1r3MIe2dtAI4e8nniU7NkVhqgx8xU4Uk_rt6N9/s320/publikasikan.jpg" width="320" /> </li>
3397. <li>Silahkan lihat blog anda dengan klik tombol “<b>Lihat Blog</b>”</li>
3398. <li>Selesai.</li>
3399. </ol>Kini blog anda telah tercipta dan dapat di buka di berbagai belahan  dunia. Umumkan pada teman-teman anda bahwa anda kini telah mempunyai  blog.<br />
3400. <br />
3401. semoga apa yang saya utarakan kali ini bisa bermnfaat buat sobat semua,,<br />
3402. <br />
3403. wassalamm&#39;alaikum..&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/6953081220900720404/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-membuat-blog-di-blogspot.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/6953081220900720404'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/6953081220900720404'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/cara-membuat-blog-di-blogspot.html' title='cara membuat blog di blogspot'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP0YO1LKcnvFjwmA_vyLoEf_lYSJ3dAlC9fCWCZi8ffegAeuDX4HWdxvA_BzuYeu0PB5Pcr4NKGvh9ND4XFHVIUS3TG6fgR3pyMkvjVcCGqqOWI8uTfWoVEAJKjMxGca8hG1Q4k23IAxrO/s72-c/pilih-bahasa.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-7057522076269819066</id><published>2012-04-08T04:38:00.001+07:00</published><updated>2012-04-08T04:39:30.547+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tentang blogger"/><title type='text'>memasangkan lagu di blog</title><content type='html'>semoga berguna buat kita !&lt;br /&gt;
3404. <br />
3405. assalamu'alaikum... sesama muslim harus selalu salam :D heheh...<br />
3406. <br />
3407. kali ini saya akan menjelaskan sedikit tentang cara memasukkan lagu auto player ke blog..<br />
3408. hehehee.. padahal saya ngak bisa tapi sok bisa.. <br />
3409. <a name='more'></a>yahh tapi jangan khawatir sob tadi saya udda browsing kok, jadi ini dijamin bakalan berhasil di blog kalian, cz buktinya di blog saya juga berhasil... hehe..<br />
3410. <br />
3411. oke yang pertama adalah sobat masuk ke link penyedia lagu-lagu untuk blog, ngak tau linknya ??<br />
3412. jangan khawatir sob, saya udah siapin spacial buat kalian nhe linknya <a href="http://fullmusik.co.cc/" target="_blank">klik disini</a><br />
3413. <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPy4m8MzGStbfjYjRuUcFm9UuwperafkHR7TCtf5PQE_fTZ8oXfECKqy_Pya-fXPeC2Wg6Xdl-xLC96BXRXEyJzdCN_9IFMZwzbnruk3LcyanRujFRFM-KsKRXXHhogr7flZNUH9Fh16k/s1600/lkllasx.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPy4m8MzGStbfjYjRuUcFm9UuwperafkHR7TCtf5PQE_fTZ8oXfECKqy_Pya-fXPeC2Wg6Xdl-xLC96BXRXEyJzdCN_9IFMZwzbnruk3LcyanRujFRFM-KsKRXXHhogr7flZNUH9Fh16k/s320/lkllasx.jpg" width="320" /></a></div>nah.. setelah itu sobat bisa pilih lagi sesuka sobat... setelah sobat milih lagu maka akan muncul java script, tinggal copas selesai dech.. ngak tau tempat kopas nya ???<br />
3414. baiklah saya jelasin lagi, setelah sobat kopy java script-nya sobat langsung aja :<br />
3415. <ol><li>masuk blogger dengan account blogger sobat</li>
3416. <li>setting (rancangan)</li>
3417. <li>edit laman</li>
3418. <li>langsung klik tambah gadget</li>
3419. <li>cari yang "java script"</li>
3420. <li>langsung deh tinggal paste</li>
3421. <li>save</li>
3422. <li>selesai..</li>
3423. </ol><br />
3424. terimakasih mau membaca semoga berguna...<br />
3425. <br />
3426. sekian dulu<br />
3427. wassalammu&#39;alaikum...</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/7057522076269819066/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/memasangkan-lagu-di-blog.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/7057522076269819066'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/7057522076269819066'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/memasangkan-lagu-di-blog.html' title='memasangkan lagu di blog'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPy4m8MzGStbfjYjRuUcFm9UuwperafkHR7TCtf5PQE_fTZ8oXfECKqy_Pya-fXPeC2Wg6Xdl-xLC96BXRXEyJzdCN_9IFMZwzbnruk3LcyanRujFRFM-KsKRXXHhogr7flZNUH9Fh16k/s72-c/lkllasx.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-2598763565570012186</id><published>2012-04-07T23:15:00.002+07:00</published><updated>2012-04-07T23:15:34.409+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="tentang blogger"/><title type='text'>mengganti gambar vacicon blog</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3428. <br />
3429. <br />
3430. sebelumnya saya browsing-browsing akhirnya saya menemukan juga cara menambahkan "vacicon lucu" pada blog !<br />
3431. vacicon yang saya miliki adalah vacicon yang saya dapatkan dari http://www.html-kit.com/favicon/<br />
3432. pertama sobat masuk ke http://www.html-kit.com/favicon/ kemudian sobat klick <br />
3433. <a name='more'></a><img alt="" src="data:image/png;base64,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" />kemudian sobat download gambar di bawah " your vacion preview  " !<br />
3434. sobat bisa pilih yang kiri ataukah yang kanan terserah yang sobat mau...<br />
3435. <br />
3436. silahkan di coba..<br />
3437. <ol><li>Pertama masuk ke blogger dengan account sobat</li>
3438. <li> kemudian sobat ke perancangan --> edit laman, teruh edit dibagian vacicon dan masukkan image hasil download sobat!</li>
3439. </ol>semoga berguna... <br />
3440. <br />
3441. <br />
3442. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/2598763565570012186/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/mengganti-gambar-vacicon-blog.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2598763565570012186'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2598763565570012186'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/mengganti-gambar-vacicon-blog.html' title='mengganti gambar vacicon blog'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-8159057312305984265</id><published>2012-04-06T21:12:00.003+07:00</published><updated>2012-04-06T21:27:00.126+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kumpulan puisi"/><title type='text'>Kumpulan puisi</title><content type='html'>semoga berguna buat kita !&lt;br /&gt;
3443. <a href="http://www.blogger.com/goog_94227639"><br />
3444. </a><br />
3445. <a href="http://www.argayoga.blogspot.com/" target="_blank">kumpulan puisi cinta :D</a><br />
3446. <br />
3447. <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">sesaat aku percaya ma semua omngan kamu namun kamu gak pernah mau</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">ngerti n percya sma aku,,, salah rupa,a kamu skit percya sama aku,,, </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">pinginnya aku menjerit sepuas haty ku,,, ingin rsa,a aku mati namun aku gk sanggup</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">menerima dosa yang terllu banyak ne,,,, hanya kpa allah lah aku</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">serahkan hidup dan mati ku,,,, hnya deraian air mata ne yang dapat aku</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">keluarkan..........</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">ya allah,,,, cepat-capat lah engkau ambil hdup ku bila perlu skrng</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">juga ya allah,,,,, amin y robbil alamin,,,,,,,,   </span><br />
3448. <a name='more'></a><span style="font-family: "Courier New"; font-size: 10pt;"> </span></div><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><div class="MsoNormal" style="border: medium none; line-height: normal; margin-bottom: 0.0001pt; padding: 0cm;"><span style="font-family: "Courier New"; font-size: 10pt;"></span><span style="font-family: "Courier New"; font-size: 10pt;">  </span></div></div><pre> =============================================================================== </pre><pre>hati ini menyanyi</pre><pre>nada gelisah sendiri</pre><pre>irama asyik terurai</pre><pre>bagai tak terlepaskan rantai</pre><pre>persis musafir terdampar di pantai</pre><pre> </pre><pre>rupanya masih sedar selubung rindu</pre><pre>hirisan yang nyata sungguh nyilu</pre><pre>dibuai hembusan angin pilu</pre><pre>sepi lagi tapi kali ini tak berlagu</pre><pre> </pre><pre>lambaikan pada bulan</pre><pre>bertanya khabar indah</pre><pre>mengenang warna-warna nostalgia </pre><pre>yang membisikkan kerinduan</pre><pre> </pre><pre>aduh terkapai-kapai pada bisikan ini..</pre><pre> </pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">        </pre></div><pre>================================================================================= </pre><pre>CINTA yang AGUNG</pre><pre> </pre><pre>Adalah ketika kamu menitikkan air matadan MASIH peduli terhadapnya..</pre><pre>Adalah ketika dia tidak mempedulikanmu dan kamu MASIHmenunggunya</pre><pre>dengan setia..</pre><pre>Adalah ketika dia mulai mencintai orang laindan kamu MASIH bisa</pre><pre>tersenyum sembari berkata 'Akuturut berbahagia untukmu'Apabila cinta</pre><pre>tidak berhasil...</pre><pre>BEBASKAN dirimu...</pre><pre>Biarkan hatimu kembali melebarkan sayapnyadan terbang ke alam bebas</pre><pre>LAGI ..</pre><pre>Ingatlah...</pre><pre>bahwa kamu mungkin menemukan cinta dankehilangannya..</pre><pre>tapi..</pre><pre>ketika cinta itu mati..</pre><pre>kamu TIDAK perlu matibersamanya...</pre><pre>Orang terkuat BUKAN mereka yang selalumenang..</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">MELAINKAN mereka yang tetap tegar ketikamereka jatuh</pre></div><pre>Malam ini aku sendirian di dunia ini,</pre><pre>kekasih; dan kesendirianku...</pre><pre>sebengis kematian...</pre><pre>Malam ini diriku adalah sepatah kata yang tak bersuara...,</pre><pre>Di dalam fikiran malam.</pre><pre>Hari ini...</pre><pre>aku menjelma menjadi sebuah nyanyian menyenangkan di atas lidah hari.</pre><pre>Dan, ia berlangsung dalam seminit dari sang waktu yang melahirkan</pre><pre>sekilas pandang,</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">sepatah kata, sebuah desakan dan... sekucup ciuman</pre></div><pre>cinta kita brakhir ditangan org tua mu</pre><pre>ada kah sedikit sinar dan mungkinkah</pre><pre>ada harapan untuk aku meyakinkan mereka....</pre><pre> </pre><pre>meyakinkan bahwa aku tulus mencinta mu</pre><pre>aku ingin berakhir dengan mu</pre><pre>mewujudkan semua impianku bersamamu</pre><pre> </pre><pre>cinta tolong lakh.....</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">berjuang untuk hubungan kita</pre></div><pre>Waktu ku lihat sebuah gelas</pre><pre>Terisi penuh, Bening dan jernih</pre><pre>Tak ada seorangpun mau meminumu</pre><pre>Diatas meja yang berdebu</pre><pre>Yang hanya ditutupi selembar kertas</pre><pre>Ku pegang gelas itu sambil berkata</pre><pre> </pre><pre>Akan ku minum air yang ada padamu</pre><pre>Dari mulut, tenggorokan</pre><pre>Sampai ke dalam lambungku</pre><pre>Kejernihan dirimu melambangkan</pre><pre>Ketulusan cintaku padamu</pre><pre>Wahai cinta pandangan pertamaku</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">Untuk akhir hayatku, aishiteru       </pre></div><pre>Cinta hanya bisa dimengerti oleh Cinta itu sendiri... Cinta</pre><pre>menceritakan kisah cintanya yang kadang kita pun tak mengerti, tapi</pre><pre>cinta selalu membuat kita untuk tetap mencintainya meskipun itu</pre><pre>menyakitkan ataupun membahagiakan...</pre><pre>dan Cinta takakan lepas dari kehidupan kita, meski kita menolaknya</pre><pre>tapi cintalah yang akan membuat kita bertahan dalam dunia yang tak</pre><pre>berarti apa-apa tanpa cinta. . .</pre><div class="separator" style="clear: both; text-align: center;"></div><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">so.. terimalah cinta yang hadir disetiap kehidupan kita . </pre></div><pre>ketika semuanya harus berkhir</pre><pre>hanya dirimu yang jadi satu </pre><pre>pnerang hatiku</pre><pre>================================================================================== </pre><pre> </pre><pre>ketika ku harus prgi jauh tinggalkan cinta kita berdua</pre><pre>bayang mu kan slalu</pre><pre>ada dalam hatiku</pre><pre> </pre><pre>ku mohon padamu owh tuhan ku</pre><pre>pertemukan lach diriku</pre><pre>untuk skali ini saja aku hanya ingin mlihat nya</pre><pre> </pre><pre>karena ku takan pernah mampu tuk lpakan dirinya dari hatiku</pre><pre>walau pun dirinya tak pernah </pre><pre>mnganggap ku ada</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">dalam hatinya.......??????????????????</pre></div><pre>bayangnya hadir...di setiapku memejamkan mata,</pre><pre>menjaga...saat ku terlupa...akan diriku,</pre><pre>dia....satu yang slalu ingin ku rindukan...</pre><pre>dia...satu yang trus ku harapkan...</pre><pre>karna dia...satu yang ingin ku jadikan...</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">================================================================================= </pre><pre style="border: medium none; padding: 0cm;">teman hidupku sampai ku tak lagi bernyawa...     </pre></div><pre>Angin menembus batas hati</pre><pre>Dengan berhati – hati</pre><pre>Perlahan</pre><pre>Melewati jaringan</pre><pre>Menyusup</pre><pre>Melewati setiap organ</pre><pre>Bernaung ditempat yg tepat</pre><pre>Dalam..</pre><pre>Sangat dalam...</pre><pre>"Kalbu"</pre><pre> =================================================================================</pre><pre>Angin merubah tujuan</pre><pre>Kanan kiri</pre><pre>Maju dan mundur</pre><pre>Tapi angin pasti</pre><pre>Akan membawa ke Hasanan</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">Disetiap Insan</pre></div><pre>Angin menembus batas hati</pre><pre>Dengan berhati – hati</pre><pre>Perlahan</pre><pre>Melewati jaringan</pre><pre>Menyusup</pre><pre>Melewati setiap organ</pre><pre>Bernaung ditempat yg tepat</pre><pre>Dalam</pre><pre>Sangat dalam</pre><pre>Kalbu</pre><pre> </pre><pre>Angin merubah tujuan</pre><pre>Kanan kiri</pre><pre>Maju dan mundur</pre><pre>Tapi angin pasti</pre><pre>Akan membawa ke Hasanan</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">Disetiap Insan</pre></div><pre>Di malam senja ini, bintang-bintang bersinaar gemerlapan</pre><pre>Menyapa mereka disana.. disaat dia sendiri..</pre><pre></pre><pre>==================================================================================</pre><pre>Saat-saat indah berdua melihat langit</pre><pre>Saat-saat bergenggaman, hangat pelukmu..</pre><pre>Sadar hanya kenangan.. semua bayangan...</pre><pre>Terlihat Jelas semua bayangan itu.,.. </pre><pre> </pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">Indahnya saat bersamamu, dulu,.. :)</pre><pre style="border: medium none; padding: 0cm;"> </pre><pre style="border: medium none; padding: 0cm;">=================================================================================== </pre></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Puisi Cinta Yang Sejati</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><br />
3449. </div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Di dunia ini…</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><br />
3450. </div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Tak ada cinta yang sempurna</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Semuanya…</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Semata-mata hanya untuk mendapatkan balasan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><br />
3451. </div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Tak sadarkah kita..</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Bahwa kita mencintai orang lain hanya karena hawa nafsu?</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Mengasihi mereka hanya untuk mendapat kasih yang sama?</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Apakah kita sadar….</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Bahwa Cinta yang kita berikan,bukanlah cinta yang sesungguhnya</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><br />
3452. </div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Cinta itu murni mengasihi</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Dia tidak berharap,ataupun memaksa…</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Cinta itu melindungi</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Dia akan menyerahkan segenap kekuatan untuk menjaga dan memelihara</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Cinta itu kuat</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Seperti batu karang yang teguh walaupun di terjang ombak</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Demikianlah cinta yang akan tetap berdiri tegak walaupun maut</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">menanti..</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Sekarang,bercermin lah..</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Lihat dirimu..</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Sudahkah kamu memberikan cinta yang sempurna?</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Ikhlas kah kamu memberikan cinta,walaupun “Dia” menolaknya?</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Janganlah pernah menyerah untuk mencintai</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Karena Cinta sejati,adalah cinta yang memberi dengan tulus</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><span style="font-family: "Courier New"; font-size: 10pt;">Tanpa mengharapkannya kembali</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt;"><br />
3453. </div><pre>================================================================================== </pre><pre>Rinduku</pre><pre>March 22, 2012 at 1:19 am Leave a Comment</pre><pre> </pre><pre>sendu wajahmu bak langit senja</pre><pre>merdu suaramu bagai alunan kidung cinta</pre><pre>canda manjamu bak tetesan embun di pagi hari</pre><pre> </pre><pre>yg memberi kesejukkan dlm ruang hatiku</pre><pre>membelenggu penuh rindu</pre><pre>rindu ini slalu menaungi hatiku</pre><pre>salahkah diriku berharap inginkan dirimu ….????</pre><pre> </pre><pre>Puisi ini bersumber dari :</pre><pre>http://www.gudangpuisi.com/2012/03/rinduku-2.html#ixzz2jR4qx7Bz</pre><pre>Blogger yang beretika selalu menampilkan sumbernya.</pre><div style="border-bottom: solid windowtext 1.0pt; border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-element: para-border-div; padding: 0cm 0cm 1.0pt 0cm;"><pre style="border: none; mso-border-bottom-alt: solid windowtext .75pt; mso-padding-alt: 0cm 0cm 1.0pt 0cm; padding: 0cm;">           </pre></div><pre>=================================================================================== </pre><pre>tak terasa telah begitu lama engkau pergi</pre><pre>tapi seperti masih tdi pagi engkau usap rambut ku</pre><pre>saat aku jadi anak tersayangmu</pre><pre>kini tinggalah kenanggan yang tersisa</pre><pre>ayah andai engkau bisa dengar suara ku</pre><pre>di sini aku masih mengiginkan mu</pre><pre>rindu saat kau peluk aku</pre><pre>rindu saat kau usap rambut ku</pre><pre>tapi kini tinggal hanya bayangan wajah mu</pre><pre>yang selalu ku simpan dalam hata</pre><pre>terimalah salam rindu ku wahai ayah ku</pre><pre>untuk menemani mu di alam yan tenang itu</pre><pre> </pre><pre>Puisi ini bersumber dari :</pre><pre>http://www.gudangpuisi.com/2012/03/salam-rindu-untuk-ayah.html#ixzz2jR</pre><pre>3ZTy3f</pre><pre>Blogger yang beretika selalu menampilkan sumbernya.</pre><pre></pre><div class="MsoNormal"><br />
3454. =========================================================================&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/8159057312305984265/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/kumpulan-puisi.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/8159057312305984265'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/8159057312305984265'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/kumpulan-puisi.html' title='Kumpulan puisi'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-3983113811935100543</id><published>2012-04-06T13:16:00.000+07:00</published><updated>2012-04-06T13:16:09.294+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beasiswa ke luar negeri"/><title type='text'>Beasiswa Program Master Di Jerman 2012 – 2013</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3455. <br />
3456. <br />
3457. <div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt;">Beasiswa Master Di Jerman 2012 – 2013 </span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: "Times New Roman","serif"; font-size: 18pt;">Beasiswa Program Master Di Jerman 2012 – 2013</span></b></div><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">DAAD adalah sebuah lembaga pertukaran akademis Jerman yang berpusat di Bonn, dan memiliki sekitar 14 Kantor cabang di seluruh Dunia. Melalui kantor DAAD Jakarta, lembaga ini kembali menawarkan beasiswa program Master di bidang <i>Public Policy and good governance</i> di beberapa universitas di Jerman, untuk tahun ajaran 2012-2013.</span></div><a name='more'></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span><br />
3458. <div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">Beasiswa program Master ini ditempuh selama dua tahun, dengan bahasa Jerman, Inggris, atau bilingual sebagai bahasa pengantar. Beasiswa yang diberikan sebesar 750 € atau sekitar Rp 9 juta per bulan, termasuk asuransi kesehatan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">Adapun program studi yang ditawarkan antara lain, <i>Development and Governance, Public Policy, Management of Non-Profit Organization, Domocratic Governance and Society, Public Economic, Law, and Politic, Governance and Public Politics,</i> dan <i>Public Policy and Management</i></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; margin-bottom: 2.85pt; mso-margin-top-alt: auto; text-align: justify; vertical-align: middle;"><b><span style="color: black; letter-spacing: -0.2pt;">Syarat Beasiswa</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">Bagi calon penerima beasiswa yang mengambil kuliah dalam bahasa Jerman, harus menyertakan sertifikat mahir bahasa Jerman Level A2. Sedangkan bagi yang mengambil kuliah dalam bahasa Inggris, harus menyertakan TOEFL minimal 550 atau 80 Internet Based TOEFL. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">Berkas-berkas yang harus diserahkan antara lain:</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">1.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 7pt; letter-spacing: -0.2pt; line-height: 120%;"> </span><span style="color: black; letter-spacing: -0.2pt;">Formulir Aplikasi Beasiswa DAAD yang bisa diunduh di </span><span style="color: black;">http://www.daadjkt.org/index.php?download-area</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">2.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 7pt; letter-spacing: -0.2pt; line-height: 120%;"> </span><span style="color: black; letter-spacing: -0.2pt;">Daftar Riwayat Hidup <i>(Curriculum Vitae)</i></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">3.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 7pt; letter-spacing: -0.2pt; line-height: 120%;"> </span><span style="color: black; letter-spacing: -0.2pt;">Surat motivasi belajar <i>(motivation letter)</i></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">4.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 7pt; letter-spacing: -0.2pt; line-height: 120%;"> </span><span style="color: black; letter-spacing: -0.2pt;">Dua Surat rekomendasi. Bisa dari atasan tempat bekerja atau dosen pembimbing akademik ketika kuliah S1. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">5.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 7pt; letter-spacing: -0.2pt; line-height: 120%;"> </span><span style="color: black; letter-spacing: -0.2pt;">Legalisir ijazah S1 dan transkrip nilai yang telah diterjemahkan dalam bahasa Inggris atau Jerman</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; margin-left: 18.0pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">6.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 7pt; letter-spacing: -0.2pt; line-height: 120%;"> </span><span style="color: black; letter-spacing: -0.2pt;">Sertifikat TOEFL 550 atau IELTS 6 atau sertifikat mahir bahasa Jerman Level A2</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">Semua berkas diserahkan sebelum tanggal 28 Juli 2011, dengan mencantumkan “PPGG” di kiri atas amplop, ke kantor DAAD Jakarta.(salim/mg)</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; vertical-align: middle;"><span style="color: black; letter-spacing: -0.2pt;">Daftar pilihan Universitas Beasiswa DAAD 2012-2013</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 5.4pt; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;"><tbody>
3459. <tr style="height: 12.75pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">   <td style="background: black; border: solid #808284 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><b><span style="color: white;">No</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: black; border-left: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><b><span style="color: white;">Program Studi</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: black; border-left: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><b><span style="color: white;">Universitas</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: black; border-left: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><b><span style="color: white;">Website</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3460. <tr style="height: 12.75pt; mso-yfti-irow: 1;">   <td style="background: #F7931D; border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">1</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Development and Governance</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">University of Duisburg-Essen</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><span style="color: black;">www.uni-due.de/politik/devgov.php</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3461. <tr style="height: 12.75pt; mso-yfti-irow: 2;">   <td style="background: #F7931D; border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">2</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Master of Public Policy </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div class="MsoNormal" style="line-height: 120%; margin-left: 21.6pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -21.6pt; vertical-align: middle;"><span style="color: black;">Willy Brandt School of Public Policy at the   University of Erfurt</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><span style="color: black;">www.brandtschool.de/master</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3462. <tr style="height: 12.75pt; mso-yfti-irow: 3;">   <td style="background: #F7931D; border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">3</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Master of Public Policy</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Hertie School of Governance, Berlin </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><span style="color: black;">www.hertie-school.org/home.php?nav_id=19</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3463. <tr style="height: 12.75pt; mso-yfti-irow: 4;">   <td style="background: #F7931D; border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">4</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Management in Non-Profit Organizations </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Democratic Governance and Civil Society University   of Osnabrück </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><span style="color: black;">www.wiso.fh-osnabrueck.de/npo-ma.html</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3464. <tr style="height: 12.75pt; mso-yfti-irow: 5;">   <td style="background: #F7931D; border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">5</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Democratic Governance and Civil Society </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">University of Osnabrück </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><span style="color: black;">www.politik.uni-osnabrueck.de/Teaching/MA_DRZG.htm</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3465. <tr style="height: 12.75pt; mso-yfti-irow: 6;">   <td style="background: #F7931D; border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">6</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Public Economics, Law, and Politics</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Leuphana University of Lüneburg </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><span style="color: black;">www.leuphana.de/graduate-school/die-masterprogramme</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3466. <tr style="height: 12.75pt; mso-yfti-irow: 7;">   <td style="background: #F7931D; border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">7</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Governance and Public Politics </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">University of Passau </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><span style="color: black;">www.uni-passau.de/3263.html</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3467. <tr style="height: 12.75pt; mso-yfti-irow: 8; mso-yfti-lastrow: yes;">   <td style="background: #F7931D; border-top: none; border: solid windowtext 1.0pt; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 22.45pt;" width="30"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">8</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 121.55pt;" width="162"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">Public Policy and Management </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; vertical-align: middle;"><span style="color: black;">University of Postdam</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>   <td style="background: #F7931D; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 12.75pt; padding: 2.85pt 5.4pt 2.85pt 5.4pt; width: 171.0pt;" width="228"><div align="center" class="MsoNormal" style="line-height: 120%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center; vertical-align: middle;"><span style="color: black;">www.uni-potsdam.de/pcpm/index.php?article_   id=50&clang=1</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 120%;"></span></div></td>  </tr>
3468. &lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Untuk informasi lebih lanjut hubungi:&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Mrs Endah C Anggoro.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Email: &lt;a href=&quot;mailto:endah@daadjkt.org&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;endah@daadjkt.org&lt;/span&gt;&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Situs: &lt;a href=&quot;http://jakarta.daad.de/&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;http://jakarta.daad.de&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;DAAD Jakarta&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Summitmas Building 1, Lantai 19&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Jl. Jenderal Sudirman, Kav 61-62&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Jakarta 12190&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Tel. 021-5252807, 5200870 &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/3983113811935100543/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/beasiswa-program-master-di-jerman-2012.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/3983113811935100543'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/3983113811935100543'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/beasiswa-program-master-di-jerman-2012.html' title='Beasiswa Program Master Di Jerman 2012 – 2013'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-5122509034695678662</id><published>2012-04-06T13:05:00.000+07:00</published><updated>2012-04-06T13:05:47.405+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="hal-hal unik"/><title type='text'></title><content type='html'>&lt;div style=&quot;color: black;&quot;&gt;semoga berguna buat kita !&lt;/div&gt;&lt;div style=&quot;color: black;&quot;&gt;&lt;br /&gt;
3469. </div><div style="color: black;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;">Daerah  bekas pertambangan Sala Silvermine, Kota Vastmanland, Swedia menjadi  wisata yang tidak biasa. Jika kebanyakan lahan bekas tambang hanya  dijelajahi, kini ada hotel di dalam area pertambangan. Hotel Sala  Silvermine memiliki kamar yang berada di lorong-lorong bekas  penambangan.</b></span></div><a name='more'></a><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3470. <br />
3471. Menurut situs resmi hotel salasilvergruva.se, Rabu (28/3/2012),  kedalaman lorong ini mencapai 155 meter dari permukaan tanah. Lubang  menyerupai gua ini diisi dengan tempat tidur nyaman dan sofa empuk,  lengkap dengan penerangan yang hangat. Di kamar hotel ini pula, Anda  bisa melihat gua-gua dan danau-danau bawah tanah yang memesona. Untuk  akses keluar masuk ke kamar-kamar ini, Anda bisa menggunakan lift khusus  untuk kawasan pertambangan.<br />
3472. <br />
3473. Dulunya, daerah ini merupakan tambang perak yang bisa mengasilkan 3 ton  perak per tahun. Kebanyakan perak yang dihasilkan dari sini dibuat  menjadi uang koin, namun ada juga yang jadi artefak dan patung. Kini  gua-gua tersebut sudah tidak terpakai dan dijadikan kamar hotel yang  bisa dibilang unik.<br />
3474. <br />
3475. Untuk menginap di sini, Anda disarankan memakai pakaian yang hangat dan  nyaman karena suhu di gua bawah tanah ini mencapai 2 derajat celcius.  Tapi jangan khawatir, suhu kamar sudah dinaikkan hingga 18 derajat dan  kasur di sana dilengkapi dengan bedcover yang tebal. Jika masih terasa  dingin, kamar ini juga menyediakan selimut lebih yang bisa menghangatkan  Anda.<br />
3476. <br />
3477. Karena letaknya yang lumayan jauh dari permukaan darat, maka sinyal  telepon tidak sampai ke kamar-kamar tersebut. Oleh karena itu, setiap  kamar dilengkapi dengan radio interkom untuk berhubungan dengan petugas  yang berjaga sepanjang malam di atas sana.<br />
3478. <br />
3479. Jika ingin ke kamar kecil, Anda harus naik 50 meter dari kamar tidur. Di  toilet tersebut, Anda hanya bisa buang air kecil dan air besar, tidak  bisa mandi. Kegiatan mandi bisa dilakukan di kamar mandi hostel yang ada  di atas permukaan tanah.<br />
3480. <br />
3481. Harga yang harus dibayar untuk menginap di sini adalah US$ 580 atau Rp  5.300.000 per malam. Harga tersebut sudah termasuk tur guide menuju  gua-gua di bawah tanah, cemilan selama tur, makan pagi dan tentunya,  bermalam di kamar bawah tanah. Kamar-kamar ini memiliki ruang yang cukup  untuk 2 orang.</b><br />
3482. <br />
3483. <div style="color: black;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3484. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><span style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><b>Kumpulan Gambarnya :</b></span></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3485. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="266" src="http://kkcdn-static.kaskus.us/images/992632_20120328073915.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3486. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="300" src="http://kkcdn-static.kaskus.us/images/992632_20120328074012.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3487. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="300" src="http://kkcdn-static.kaskus.us/images/992632_20120328074143.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3488. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="300" src="http://kkcdn-static.kaskus.us/images/992632_20120328074245.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3489. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="300" src="http://kkcdn-static.kaskus.us/images/992632_20120328074720.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3490. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="300" src="http://kkcdn-static.kaskus.us/images/992632_20120328074737.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3491. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="330" src="http://kkcdn-static.kaskus.us/images/992632_20120328075011.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3492. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="266" src="http://kkcdn-static.kaskus.us/images/992632_20120328075214.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3493. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="266" src="http://kkcdn-static.kaskus.us/images/992632_20120328075658.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3494. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><img height="266" src="http://kkcdn-static.kaskus.us/images/992632_20120328080501.jpg" width="400" /></b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3495. </b></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><span style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3496. </span></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><span style="border-width: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b> </b></span></span></div><div style="color: black; text-align: center;"><span class="Apple-style-span" style="font-family: Helvetica,Arial,sans-serif; line-height: 21px;"><b style="border-bottom-width: 0px; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-weight: 700; font: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><br />
3497. </b></span></div><div class="separator" style="clear: both; color: black; text-align: center;"><span class="Apple-style-span"></span></div><div class="separator" style="clear: both; color: black; text-align: center;"><span class="Apple-style-span"><br />
3498. </span></div><div class="separator" style="clear: both; color: black; text-align: left;"><a href="http://livebeta.kaskus.us/thread/000000000000000013736260/sala-silvergruvahotel-di-perut-bumi"><span class="Apple-style-span">Sumber :</span></a></div><div style="color: black;"><br />
3499. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/5122509034695678662/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/semoga-berguna-buat-kita-daerah-bekas.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/5122509034695678662'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/5122509034695678662'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/semoga-berguna-buat-kita-daerah-bekas.html' title=''/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-1887936623941808919</id><published>2012-04-04T22:21:00.000+07:00</published><updated>2012-04-04T22:21:55.526+07:00</updated><title type='text'>Beasiswa Nanyang President’s Graduate Scholarship (NPGS) 2012 Intake</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3500. <br />
3501. <em><strong>Nanyang President’s Graduate Scholarship (NPGS) 2012 Intake</strong></em><br />
3502. <span style="color: green;"><strong>Summary</strong></span><br />
3503. The <strong>Nanyang President’s Graduate Scholarship</strong> (NPGS) <br />
3504. <a name='more'></a>is a scholarship scheme designed to encourage outstanding graduates or final-year <a href="" id="AdBriteInlineAd_students" name="AdBriteInlineAd_students" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">students</a> to take their first step towards a leading <a class="kLink" href="http://argayoga.blogspot.com/" id="KonaLink0" style="font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static; text-decoration: underline !important;"><span style="color: blue; font-family: inherit ! important; font-size: inherit ! important; font-weight: inherit ! important; position: static;"><span class="kLink" style="color: blue !important; font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static;">research</span></span></a> career by studying for a doctoral degree programme (PhD) at the Nanyang <a href="" id="AdBriteInlineAd_Technological" name="AdBriteInlineAd_Technological" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">Technological</a> University (NTU), Singapore. Up to <strong>30 NPGS awards</strong> will be made available in each Academic Year. Successful candidates will be known as Nanyang President’s Graduate Scholars.<br />
3505. <span id="more-2149"></span><br />
3506. <em><strong>Level</strong></em>: doctoral degree programme (PhD)<br />
3507. <em><strong>Study in</strong></em>: Nanyang Technological University, Singapore<br />
3508. <em><strong>Quota</strong></em>: 30<br />
3509. <em><strong>Application Deadline</strong></em>: 15 Nov 2011 (open in 1 Oct 2011)<br />
3510. <em><strong>Benefits</strong></em>: Monthly stipend of S$3200, Full support of tuition fees, One-time IT allowance of S$1500, etc.<br />
3511. <span style="color: green;"><strong>Description</strong></span><br />
3512. The Nanyang President’s Graduate Scholarship (NPGS) is a competitive  and prestigious scholarship scheme designed to encourage outstanding  graduates or final-year students to take their first step towards a  leading research career by studying for a doctoral degree programme  (PhD) at the Nanyang Technological University (NTU). Funding will be  provided for up to 4 years for NPGS awardees.<br />
3513. The award is only for new incoming students. To qualify for a NPGS  award, you must have a First Class Honours degree or equivalent at  Bachelor’s level. At the time of <a href="" id="AdBriteInlineAd_Application" name="AdBriteInlineAd_Application" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">application</a>,  if you have not yet completed your undergraduate degree programme, you  will need to furnish documentation from your university that you are on  track to get a First Class Honours degree or equivalent.<br />
3514. <span style="color: green;"><strong>Benefits</strong></span><br />
3515. The NPGS award terms are:<br />
3516. a) Monthly stipend of S$3200<br />
3517. b) Full support of tuition fees<br />
3518. c) Priority would be given for subsidised campus accommodation<br />
3519. d) Conference allowance for two major overseas conferences in the 4-year period<br />
3520. e) One-time IT allowance of S$1500<br />
3521. f) Annual grant of S$500 for journal subscription or book purchase<br />
3522. g) Thesis preparation allowance<br />
3523. <span style="color: green;"><strong>Eligibility</strong></span><br />
3524. <em>Minimum qualifications</em><br />
3525. To qualify for a NPGS award, you must have a First Class Honours degree or equivalent at Bachelor’s level and <a href="" id="AdBriteInlineAd_Applicants" name="AdBriteInlineAd_Applicants" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">applicants</a>  should also demonstrate excellent research abilities. The PhD research  will be in any topic agreed between you and your chosen NTU supervisor  within the research activities of NTU. At the time of application, if  you have not yet completed your undergraduate degree programme, you will  need to furnish documentation from your university that you are on  track to get a First Class Honours degree or equivalent. Failure to do  so will disqualify you from the NPGS award, in which case you may be  considered for other NTU PhD research scholarships, subject to meeting  the selection criteria. For other requirements on Test scores, please  visit:<br />
3526. <a href="http://admissions.ntu.edu.sg/graduate/Pages/default.aspx" rel="nofollow" target="_blank">http://admissions.ntu.edu.sg/graduate/Pages/default.aspx</a><br />
3527. <span style="color: green;"><strong>How to Apply</strong></span><br />
3528. Application for AY2012-13 will be open from 1 Oct 2011 to 15 Nov 2011. <a href="" id="AdBriteInlineAd_applicants" name="AdBriteInlineAd_applicants" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">Applicants</a> who are interested to <a href="" id="AdBriteInlineAd_apply" name="AdBriteInlineAd_apply" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">apply</a> for the August 2012 or January 2013 intake should apply during this period.<br />
3529. Please refer to our admissions website  http://admissions.ntu.edu.sg/graduate/Pages/default.aspx for the  respective school’s intakes.<br />
3530. <span style="color: green;"><strong>Application Deadline</strong></span><br />
3531. 15 Nov 2011<br />
3532. <span style="color: green;"><strong>More Information</strong></span><br />
3533. Visit the official website: <a href="http://www3.ntu.edu.sg/NPGS/home/" rel="nofollow" target="_blank">http://www3.ntu.edu.sg/NPGS/home/</a><br />
3534. Graduate Studies Office<br />
3535. <strong>Nanyang Technological University</strong><br />
3536. <a href="" id="AdBriteInlineAd_Student" name="AdBriteInlineAd_Student" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">Student</a> Services Centre, Level 3<br />
3537. 42 Nanyang Avenue<br />
3538. Singapore 639815<br />
3539. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/1887936623941808919/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/beasiswa-nanyang-presidents-graduate.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/1887936623941808919'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/1887936623941808919'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/beasiswa-nanyang-presidents-graduate.html' title='Beasiswa Nanyang President’s Graduate Scholarship (NPGS) 2012 Intake'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-2812870116897782333</id><published>2012-04-04T22:20:00.001+07:00</published><updated>2012-04-06T13:19:47.192+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beasiswa ke luar negeri"/><title type='text'>Singapore Scholarship for ASEAN Countries, Undergraduate study at the Singapore University</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3540. <br />
3541. <span style="color: green;"><b>Summary</b></span><br />
3542. Scholarships for applicants from ASEAN countries to obtain the respective degrees at <a href="http://argayoga.blogspot.com/">Nanyang Technological University</a>, National University of Singapore or Singapore Management University.<br />
3543. <span id="more-2144"></span><br />
3544. <i><b>Level</b></i>: <a href="http://argayoga.blogspot.com/">undergraduate</a><br />
3545. <i><b>Study in</b></i>: <a href="http://argayoga.blogspot.com/">Singapore</a>, <br />
3546. <a name='more'></a>Nanyang Technological University, National University of Singapore or Singapore Management University<br />
3547. <i><b>Application Deadline</b></i>: – (open in November 2011)<br />
3548. <i><b>Benefit</b></i>: full tuition fees, living allowance, One return economy class air ticket<br />
3549. <span style="color: green;"><b>Description</b></span><br />
3550. The Singapore Scholarship is a Government to <a class="kLink" href="http://argayoga.blogspot.com/" id="KonaLink0" style="font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static; text-decoration: underline !important;"><span style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;"><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">Government </span><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">Scholarship</span></span></a>  for students who are citizens of ASEAN member countries (except  Singapore) and is for a full-time undergraduate study at the Singapore  university (NUS, NTU or SMU).<br />
3551. The Singapore Scholarship is tenable for the minimum period required  to obtain the respective degrees at Nanyang Technological University,  National University of Singapore or Singapore Management University. The  courses offered by the respective universities under the Singapore  Scholarship are indicated in the Singapore Scholarship application form.<br />
3552. A recipient of the Scholarship may not concurrently hold any other  Scholarship, Fellowship, Grant or Award without the prior approval of  the Singapore Government. There is no bond imposed on the Scholarship by  the Singapore Government. The Scholars are expected to return home to  contribute to the development of their countries upon graduation.<br />
3553. The scholarship is open to applicants who have not gained admission  and are currently not studying at the Singapore Universities.<br />
3554. The scholarship is awarded based on merit. Candidates must have an  outstanding academic record, a good command of English and meet the  entry requirements for the universities. Shortlisted candidates have to  sit for an entrance exam and interview at the respective ASEAN countries  except for candidates from Brunei and Malaysia who will only sit for  the interview.<br />
3555. <span style="color: green;"><b>Benefits</b></span><br />
3556. It covers full tuition fees and a living allowance of S$4,300 (covering meals, transport, textbooks and <a class="kLink" href="http://argayoga.blogspot.com/" id="KonaLink1" style="font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static; text-decoration: underline !important;"><span style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;"><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">course</span></span></a>  materials during school semester) per academic year. In addition, a  separate full accommodation allowance based on the room rates at each <a class="kLink" href="http://argayoga.blogspot.com/" id="KonaLink2" style="font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static; text-decoration: underline !important;"><span style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;"><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">university </span><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">or</span></span></a> designated hostel will be provided during school semester.<br />
3557. One return economy class air ticket is provided for the Scholar’s  passage from his/her home country to Singapore for the duration of  studies determined by the Singapore Government. No additional assistance  will be provided for other travel expenses.<br />
3558. <span style="color: green;"><b>Eligibility</b></span><br />
3559. Citizens of ASEAN member countries (except Singapore) are eligible to  apply for the Singapore Scholarship. Candidates must have an  outstanding academic record, a good command of English and meet the  entry requirements for NTU, NUS and SMU. They are:<br />
3560. <b>Indonesia</b><br />
3561. - completed Indonesia SMU Ujian Akhir Nasional (UAN) with excellent academic results<br />
3562. - currently undergoing 1st year of undergraduate studies in a local Indonesian university is preferred.<br />
3563. <b>Malaysia</b><br />
3564. - completed Sijil Tinggi Persekolahan Malaysia (STPM)<br />
3565. - completed General Certificate of Education Advanced Level with a pass in   English and 3 other ‘A’ level subjects<br />
3566. - completed UEC examinations<br />
3567. For other countries, see at http://app.scp.gov.sg/scholareligible.asp<br />
3568. <span style="color: green;"><b>How to Apply</b></span><br />
3569. Application for the Singapore Scholarship must be submitted on the  prescribed application form (The application form and supporting  documents must be of A4 size and printed on one side only). Please  contact the Singapore Embassy/ High Commission/Consulate-General in your  capital city for a copy of the Singapore Scholarship brochure and  application form. For Indonesian applicants, please click  http://www.mfa.gov.sg/scp/ApplicationFormForAY11-12_Indon.pdf for a  softcopy of the application form for AY 11/12.<br />
3570. Applicants will be required to submit a typed-written essay of about  300-500 words. The essay is an important part of your application.<br />
3571. All supporting documents have to be attached. Those supporting  documents that are not in English must have a certified translation in  English. Translation and certification of transcripts and academic  records have to be done by your educational institutions.<br />
3572. The following documents have to be submitted with the application form:<br />
3573. <ul><li>High school exam results slip</li>
3574. <li>University transcripts (if applicable)</li>
3575. <li>Secondary school exam results slip</li>
3576. <li>Additional results slip eg. TOEFL, SAT</li>
3577. <li>Academic awards and extra-Curricular activities certificates for the last four years</li>
3578. <li>University entrance exam results (if any)</li>
3579. <li>Copies of the Birth Certificate and Passport</li>
3580. </ul>The decision of the Singapore Government on the selection of Singapore Scholarship recipient is final.<br />
3581. Applications must be endorsed and submitted by their respective ASEAN  Governments. The relevant agencies to endorse the application are:<br />
3582. Brunei Darussalam<br />
3583. - Ministry of Foreign Affairs and Trade (MOFAT)<br />
3584. Indonesia<br />
3585. - Contact Person: Bpk. Drs. Hawignyo<br />
3586. Bureau of Foreign Co-operation<br />
3587. Department of National Education<br />
3588. Gedung C, Lantal 6<br />
3589. Jl Jend. Sudirman<br />
3590. Senayan<br />
3591. Jakarta<br />
3592. Tel No: 001-6221- 571 1144 ext 2603<br />
3593. Fax No: 001-6221- 574 6395<br />
3594. Contact person: Ibu Yun Widiati, SH<br />
3595. Malaysia<br />
3596. - Public Service Department, Training Division OR Respective <a class="kLink" href="http://argayoga.blogspot.com/" id="KonaLink3" style="font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static; text-decoration: underline !important;"><span style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;"><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">schools</span></span></a> of the applicants<br />
3597. See more at http://app.scp.gov.sg/scholarapply.asp<br />
3598. <span style="color: green;"><b>Application Deadline</b></span><br />
3599. Applications for Academic Year 2012/2013 will open in November 2011  (prepare your self!). The academic year for the Singapore universities  starts in July/August.<br />
3600. <span style="color: green;"><b>More Information</b></span><br />
3601. Interested applicants may wish to visit our website <a href="http://www.scp.gov.sg/" rel="nofollow" target="_blank">http://www.scp.gov.sg/</a> for more information on the Singapore Scholarship.<br />
3602. Singapore Scholarship<br />
3603. c/o Technical Cooperation Directorate<br />
3604. Ministry of Foreign Affairs<br />
3605. Tanglin<br />
3606. Singapore 248 163<br />
3607. Tel: (65) 6379 8000<br />
3608. Fax: (65) 6479 3357<br />
3609. Email: mfa_scp@mfa.gov.sg&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/2812870116897782333/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/singapore-scholarship-for-asean.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2812870116897782333'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/2812870116897782333'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/singapore-scholarship-for-asean.html' title='Singapore Scholarship for ASEAN Countries, Undergraduate study at the Singapore University'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8605957213465403284.post-4779283992269375882</id><published>2012-04-04T22:16:00.001+07:00</published><updated>2012-04-06T13:19:25.554+07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="beasiswa ke luar negeri"/><title type='text'>APU Ritsumeikan Asia Pacific University</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;semoga berguna buat kita !&lt;br /&gt;
3610. <br />
3611. <span style="color: green;"><b>Summary</b></span><br />
3612. APU Ritsumeikan Asia Pacific University<br />
3613. APU provides various scholarships for outstanding students. The  following scholarships are targeted for students who will obtain the  “College Student” visa <b>before enrollment</b> as described in the Immigration Control and Refugee Recognition Act.<br />
3614. <a name='more'></a><br />
3615. <span id="more-2204"></span><br />
3616. <i><b>Level</b></i>: undergraduate<br />
3617. <i><b>Study in</b></i>: Ritsumeikan Asia Pacific University, Japan<br />
3618. <i><b>Number of Awards</b></i>:  not specified<br />
3619. <i><b>Application Deadline</b></i>:<br />
3620. <i><b>Application</b></i>: <a href="http://www.blogger.com/post-create.g?blogID=8605957213465403284" id="AdBriteInlineAd_Online" name="AdBriteInlineAd_Online" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">Online</a><br />
3621. <span style="color: green;"><b>Description</b></span><br />
3622. Ritsumeikan Asia Pacific University<br />
3623. <b>Scholarships for Outstanding Students</b><br />
3624. APU offers outstanding international students various scholarships that  can help to reduce the financial burden. These scholarships can be  applied for during the <a href="http://www.blogger.com/post-create.g?blogID=8605957213465403284" id="AdBriteInlineAd_application" name="AdBriteInlineAd_application" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">application</a>  process, and are Tuition Reduction Scholarships. The Tuition Reduction  Scholarships are awarded to students for the purpose of supporting the  idea of educating international youth so as to promote peace and  international understanding. This scholarship <a href="http://www.blogger.com/post-create.g?blogID=8605957213465403284" id="AdBriteInlineAd_lasts" name="AdBriteInlineAd_lasts" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">lasts</a> for the entire period of your <a class="kLink" href="http://argayoga.blogspot.com/" id="KonaLink0" style="font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static; text-decoration: underline !important;" target="_blank"><span style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;"><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">study</span></span></a>,  as long as the students follow the conditions of maintaining the  scholarship. Even after enrolling at APU, the APU Student Office will  keep informing you of other scholarships available in the case you would  like to apply for them.<br />
3625. <b>APU Tuition Reduction Scholarship</b><br />
3626. The Tuition Reduction Scholarships <a href="http://www.blogger.com/post-create.g?blogID=8605957213465403284" id="AdBriteInlineAd_range" name="AdBriteInlineAd_range" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">range</a> from 30% to 100% reduction. The Tuition Reduction Scholarship is mainly <i>based on the scholarship application essay</i>. Other factors that affect the admissions score can be <i>academic results</i>, <i>language proficiency</i> and <i>your interview results</i>. The <a href="http://www.blogger.com/post-create.g?blogID=8605957213465403284" id="AdBriteInlineAd_results" name="AdBriteInlineAd_results" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">results</a> for what percentage of Tuition Reduction you will receive will be announced together with your admissions results.<br />
3627. This scholarship is made available by the financial contributions of  domestic and international companies and individuals, with the Japanese  Ministry of Education, Culture, Sports, Science and <a href="http://www.blogger.com/post-create.g?blogID=8605957213465403284" id="AdBriteInlineAd_technology" name="AdBriteInlineAd_technology" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">Technology</a>  (MEXT) that support the ideals of APU, and its purpose is to help  reduce the financial burden for outstanding international students.  Students awarded with this scholarship are expected to serve as role  models.<br />
3628. The scholarship will remain valid until graduation, provided that the  recipient manages to maintain a good academic record and avoid any  misconduct unbefitting that of a scholarship recipient. In case of  inappropriate behavior or conduct that tarnish the reputation of the  university, the scholarship will be revoked. Interested <a href="http://www.blogger.com/post-create.g?blogID=8605957213465403284" id="AdBriteInlineAd_applicants" name="AdBriteInlineAd_applicants" style="background: url("http://files.adbrite.com/mb/images/green-double-underline-006600.gif") repeat-x scroll center bottom transparent; color: #006600; cursor: pointer; margin-bottom: -2px; padding-bottom: 2px; text-decoration: none;" target="_top">applicants</a> are to submit their scholarship application upon understanding of the above matters.<br />
3629. <b>About APU</b><br />
3630. With over 100 years of tradition and history, the Ritsumeikan Academy  opened APU in April 2000 as Japan’s first genuine international  university. The APU campus is a truly multicultural and multilingual  environment with nearly half of the student population made up of  international students from approximately 90 different countries around  the world and an equally diverse faculty. With a mission to develop  graduates who can shape the future of the Asia Pacific Region, the  University has developed colleges and graduate <a class="kLink" href="http://argayoga.blogspot.com/" id="KonaLink1" style="font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static; text-decoration: underline !important;" target="_blank"><span style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;"><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">schools</span></span></a>  focusing on Asia Pacific Studies with study options towards tackling  the complex issues facing the societies and environments of the Asia  Pacific region, and International Management providing study options  focusing on the dynamic and multinational world of international  business. In this vibrant and multicultural campus environment, students  and academic staff <a class="kLink" href="http://argayoga.blogspot.com/" id="KonaLink2" style="font-family: inherit !important; font-size: inherit !important; font-weight: inherit !important; position: static; text-decoration: underline !important;" target="_blank"><span style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;"><span class="kLink" style="color: blue; font-family: inherit; font-size: inherit ! important; font-weight: inherit ! important; position: static;">work</span></span></a> together to overcome the barriers of race, religion and culture towards a greater level of mutual understanding.<br />
3631. <span style="color: green;"><b>Eligibility</b></span><br />
3632. Eligible for international students. Visit the official APU website for more details.<br />
3633. <span style="color: green;"><b>How to Apply</b></span><br />
3634. Submit your APU Application at <a href="https://saiyo.axol.jp/12/st/c/apu/login/" rel="nofollow" target="_blank">https://saiyo.axol.jp/12/st/c/apu/login/</a><br />
3635. <span style="color: green;"><b>More Information</b></span><br />
3636. Register to APU’s admissions site, and talk with current students from Indonesia or other countries !<br />
3637. <a href="http://admissions.apu.ac.jp/lp/scholarships.html" rel="nofollow" target="_blank">http://admissions.apu.ac.jp/lp/scholarships.html</a><br />
3638. APU Indonesia Information Center<br />
3639. Tel: +62-21-252-3708/3709 | Fax: +62-21-252-3710<br />
3640. www.apu-ina.com | E-mail: univrap@pacific.net.id&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://argayoga.blogspot.com/feeds/4779283992269375882/comments/default' title='Posting Komentar'/><link rel='replies' type='text/html' href='http://argayoga.blogspot.com/2012/04/semoga-berguna-buat-kita-summary-apu.html#comment-form' title='0 Komentar'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/4779283992269375882'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8605957213465403284/posts/default/4779283992269375882'/><link rel='alternate' type='text/html' href='http://argayoga.blogspot.com/2012/04/semoga-berguna-buat-kita-summary-apu.html' title='APU Ritsumeikan Asia Pacific University'/><author><name>yoga arga  pratama</name><uri>http://www.blogger.com/profile/08919241097313402726</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='22' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCqvbtAv7PtqwBsTx_jmb_aokyqGmKuusV-7HBvTRl5QDizAlSezKRYEnwg8_UPMlgZmU6o6Pznbwm4A8GehA_kkry0Psi9P6RlGfhLgPH_mKjPhupuS3qIaYYyIRM3A/s220/edit.jpg'/></author><thr:total>0</thr:total></entry></feed>