tag:blogger.com,1999:blog-45207334044248488182024-03-13T16:46:38.897-07:00Novendri on CFDWe live around the fluid, but it doesn't mean we let it flow like the fluid. We can predict and set it, like we use CFD...novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.comBlogger8125tag:blogger.com,1999:blog-4520733404424848818.post-8337812131017718712012-05-27T21:55:00.000-07:002012-05-27T21:55:15.281-07:00Tugas Besar CFDtugas besar aplikasi CFD untuk menganalisis tingkat kenyaman ruang kamar tersebut. dari analisis ini diharapkan dapat mengetahui apakah kamar tersebut cukup nyaman untuk melakukan aktivitas.<br />
untuk lebih jelasnya, berikut presentasi hasil analisis tersebut:<br />
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<br />novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.com0tag:blogger.com,1999:blog-4520733404424848818.post-63228680788620031612012-05-27T21:50:00.002-07:002012-05-27T21:50:30.482-07:00coefisien drag22 Mei 2012<br />
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pada pertemuan ini yang dilakukan adalah melakukan permodelan untuk
aliran eksternal dengan laminar flow hal yang ingin dicari adalah nilai
koefisien drag. Dalam simulasi ini variabel yang dibedakan yakni bentuk
geometri dari benda yang akan dilewati oleh aliran, yakni ;<br />
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<div style="text-align: center;">
a/b = 1</div>
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a/b < 1</div>
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a/b > 1</div>
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dimana a adalah nilai panjang dari benda dan b adalah lebar nya.<br />
Dalam perhitungan matematis nilai Cd dapat dicari dengan menggunakan persamaan;<br />
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dimana nilai Fd merupakan gaya yang timbul akibat adanya hambatan .<br />
Besarnya Fd dapat diketahui besarnya dengan melakukan simulasi menggunakan CFDSOF
pada ketiga konfigurasi dimensi panjang objek yang akan disimulasikan.<br />
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tujuan dari simulasi ini adalah membandingkan hasil dari simulasi dengan
teoritis dimana yang ingin dibanding kan adalah nilai dari Cd.<br />
oleh karena itu di butuhkan nilai CD dari teoritis.<br />
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Domain yang digunakan dalam simulasi ini adalah sebagai berikut;<br />
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Sedangkan untuk input nilai kecepatannya adalah 0.1m/s dan salah sati sisi lainnya adalah tekannanya 0<br />
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langkah selanjutnya adalh menentukan geometri yang akan dilewati oleh
aliran yakni a/b=1, a/b<1, dan a/b>1. dan kemudian lakukan iterasi
setelah memasukkan benttuk geometris yang dinginkan<br />
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Hasil simulasi<br />
untuk a/b=1<br />
kontur kecepatan<br />
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vektor kecepatan<br />
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nilai lihat alfa</div>
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untuk a/b<1</div>
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kontur kecepatan</div>
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vektor kecepatan</div>
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nilai lihat alfa</div>
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untuk a/b>1</div>
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Kontur kecepatan </div>
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vektor kecepatan</div>
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Lihat alfa</div>
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Perhitungan besar koefisien hambat ( Cd )
pada masing-masing konfigurasi yang sesuai dengan persamaan diatas,
dimana kecepatan / v = 0.10 m/s , rho udara = 1,2 kg/m s2 dan besar A
sesuai dengan luas masing-masing konfigurasi. </div>
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<table border="0" cellpadding="0" cellspacing="0" style="width: 701px;"><colgroup> <col width="101"></col> <col width="110"></col> <col width="101"></col> <col width="98"></col> <col width="71"></col> <col width="78"></col> <col width="73"></col> <col width="69"></col> </colgroup>
<tbody>
<tr>
<td height="21" width="101">Konfigurasi</td>
<td width="110">Normal force</td>
<td width="101">Shear force</td>
<td width="98">Ʃ Force (N)</td>
<td width="71">A (m2)</td>
<td width="78">ρ (kg/m3)</td>
<td width="73">v (m/s)</td>
<td width="69">Cd</td>
</tr>
<tr>
<td height="21">a/b = 1</td>
<td>0.005772</td>
<td> 4.75E-06</td>
<td> 0.00577</td>
<td> 0.16</td>
<td>1,2</td>
<td>0,10</td>
<td>6.017</td>
</tr>
<tr>
<td height="21">a/b < 1</td>
<td> 0.0176</td>
<td> 5.51E-06</td>
<td> 0.017615</td>
<td> 0.32</td>
<td>1,2</td>
<td>0,10</td>
<td>9.175</td>
</tr>
<tr>
<td height="21">a/b > 1</td>
<td> 0.00578</td>
<td> 4.76E-06</td>
<td> 0.00578</td>
<td> 0.32</td>
<td>1,2</td>
<td>0,10</td>
<td>3.011</td><td> </td><td> </td><td> </td>
</tr>
</tbody>
</table>novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.com0tag:blogger.com,1999:blog-4520733404424848818.post-75663289038060112142012-05-27T05:16:00.000-07:002012-05-27T05:16:29.628-07:00Simulasi Aliran eksternal (aerodynamics) melihat efek vortex pada aliran laminar<h3>
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dalam permodelan ini ukuran domainnya adalah</div>
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P=6m , L= 2m , Cell i= 100 cell dan Cell j= 30, kemudian benda yang
akan kita lewati aliran adladh berbentuk persegi panjang yang sedikit
di modifikasi berikut hasilnya</div>
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<img alt="" 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" /></div>
<div>
kemudian kita atur model yang akan di aktifkan dalam hal ini adalah ikatan waktu<a href="http://mhs.blog.ui.ac.id/muhammad.hary91/wp-content/blogs.dir/14221/files/2012/05/3.png"><img alt="" class="aligncenter size-full wp-image-104" height="254" src="http://mhs.blog.ui.ac.id/muhammad.hary91/wp-content/blogs.dir/14221/files/2012/05/3.png" title="3" width="400" /></a></div>
<div>
Setelah itu input nilai inlet yang akan dimasukkan pada simulasi kali ini</div>
<div>
untuk inlet 1 >> nilai u=100m/s</div>
<div>
<a href="http://mhs.blog.ui.ac.id/muhammad.hary91/wp-content/blogs.dir/14221/files/2012/05/4.png"><img alt="" class="aligncenter size-full wp-image-105" height="320" src="http://mhs.blog.ui.ac.id/muhammad.hary91/wp-content/blogs.dir/14221/files/2012/05/4.png" title="4" width="400" /></a></div>
<div>
untuk inlet 2>> nilai tekanan =0</div>
<div>
<a href="http://mhs.blog.ui.ac.id/muhammad.hary91/wp-content/blogs.dir/14221/files/2012/05/5.png"><img alt="" class="aligncenter size-full wp-image-106" height="268" src="http://mhs.blog.ui.ac.id/muhammad.hary91/wp-content/blogs.dir/14221/files/2012/05/5.png" title="5" width="320" /></a></div>
<div>
<a href="" name="more"></a></div>
<div>
Setelah melakuakn input, lakukan iterasi beberapa kali dalam hal
ini saya melakukan sebanyak 5 kali yakni 100, 200, 300, 400, dan 500
berikut penampakannya</div>
<div>
<img alt="" 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" /></div>
<div>
dan berikut penampakan vektor kecepatannya</div>
<div>
<img alt="" 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" /></div>novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.com0tag:blogger.com,1999:blog-4520733404424848818.post-71921954150528679112012-03-26T13:53:00.000-07:002012-03-26T13:55:33.895-07:00The Finite Volume Methode for Convection-Diffusion Problems<span style="font-family: Verdana, sans-serif;">dalam persoalan dimana aliran fluida berlaku aturan yang signifikan kita tidak bisa mengabaikan effek konveksi seperti pada latihan-latihan sebelumnya. karena konveksi selalu terjadi di sepanjang sisi. untuk melakukan perhitungan tanpa mengabaikan konveksi dapat dilakukan dengan beberapa cara;</span><br />
<b><span style="font-family: Verdana, sans-serif;"><br /></span></b><br />
<b><span style="color: #e06666; font-family: Verdana, sans-serif;">the central differencing scheme</span></b><br />
<span style="font-family: Verdana, sans-serif;">untuk metode ini, diffusi yang direpresentatifkan pada bagian sebelah kanan persamaan akan bernilai linear untuk konvektif terhadap persamaan sebelah kiri.</span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span><br />
<b><span style="color: #e06666; font-family: Verdana, sans-serif;">the upwind differencing scheme</span></b><br />
<span style="font-family: Verdana, sans-serif;">kekurangan metode ini dibandingkan dengan central differencing adalah ketidak mampuannya dalam menentukan arah aliran fluida.</span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span><br />
<b><span style="color: #e06666; font-family: Verdana, sans-serif;">the hybrid differencing scheme</span></b><br />
<span style="font-family: Verdana, sans-serif;">metode ini adalah gabungan antara central differencing dengan upwind differencing. pada central diffrencing ke-akurat-an terjadi pada Peclet number yang kecil (Pe < 2) sedangkan upwind scheme keakuratan terjadi pada Peclet number besar (Pe > 2).</span>novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.com0tag:blogger.com,1999:blog-4520733404424848818.post-22059772391777840552012-03-19T03:08:00.000-07:002012-03-20T00:07:27.781-07:00Latihan... (CFD)<div style="color: blue; font-family: Verdana,sans-serif;">
<span style="font-size: small;"><b>Latihan 4.1</b></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8QQ9iBN7IVwhF9paHDcNh9tI4TYmRcKrO2lRW9BW3mdIBOUZU2mhmXQpYFLl6aJXszFxKU2isfkozhyphenhyphenyEh0u1LiXC0yuya5V0e38J5_O2KIhHGeYmFXN24SmMiHL4wO-VQlC7Fx632WA/s1600/New+Picture.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="59" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8QQ9iBN7IVwhF9paHDcNh9tI4TYmRcKrO2lRW9BW3mdIBOUZU2mhmXQpYFLl6aJXszFxKU2isfkozhyphenhyphenyEh0u1LiXC0yuya5V0e38J5_O2KIhHGeYmFXN24SmMiHL4wO-VQlC7Fx632WA/s640/New+Picture.bmp" width="640" /></a></span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2FFtWMwhdJjUnpHdmadufajLuZpTVZ-YohiXemBm0aL2x21Xr3B1dUiwnywu9MNVGw4kApcYduBpuCY6d2IiM-CU8ZTgUuKwUu8LXl_6yANAgXxVgxtbp53Sq-cnhoT0vcfAJXwhtxM/s1600/New+Picture+%281%29.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ2FFtWMwhdJjUnpHdmadufajLuZpTVZ-YohiXemBm0aL2x21Xr3B1dUiwnywu9MNVGw4kApcYduBpuCY6d2IiM-CU8ZTgUuKwUu8LXl_6yANAgXxVgxtbp53Sq-cnhoT0vcfAJXwhtxM/s400/New+Picture+%281%29.bmp" width="400" /></a></span></div>
<div style="font-family: Verdana,sans-serif;">
<span style="font-size: small;">salah satu contoh soal yang ada di <i>"an introduction to Computation Fluid Dynamics"</i> oleh HK Versteeg & Malalasekera disini kita coba menyelesaikannya dengan menggunakan aplikasi CFDSOF. Pada aplikasi kita menggunakan geometri bangun seperti gambar berikut:</span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT2HaxegLIwmPZAtDxV-DQFnzZFncdfupNmBUbC4rmFPGgz9Jv_7fOjmnWTWzu_GlB3c5jCUwA43HpZw109p-OdtawhlgGYCfBw_QB42AyBGCtSflkTDOZwxbdGvX9kREGzT3OP-M7qgw/s1600/New+Picture.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT2HaxegLIwmPZAtDxV-DQFnzZFncdfupNmBUbC4rmFPGgz9Jv_7fOjmnWTWzu_GlB3c5jCUwA43HpZw109p-OdtawhlgGYCfBw_QB42AyBGCtSflkTDOZwxbdGvX9kREGzT3OP-M7qgw/s1600/New+Picture.png" /></a></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;">kemudian dengan memasukkan nilai-nilai kondisi lainnya, maka didapatlah kontur persebaran panas pada dinding sebagai berikut:</span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo37q8M2lCt13fcDR9WNfC_pD8KAFip6HP12hmmpjwfW3BnXB4CpA5f3jM4RlfK4mG0Q7fnjT29mLp3Uspe-p3krddP9fhwDY-SgcJfsAg-RfbkeBtygXTcO8l35BdMDKAQWmZlociZQk/s1600/New+Picture+%281%29.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjo37q8M2lCt13fcDR9WNfC_pD8KAFip6HP12hmmpjwfW3BnXB4CpA5f3jM4RlfK4mG0Q7fnjT29mLp3Uspe-p3krddP9fhwDY-SgcJfsAg-RfbkeBtygXTcO8l35BdMDKAQWmZlociZQk/s1600/New+Picture+%281%29.png" /></a></span></div>
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<span style="font-size: small;"><b>Latihan 4.2</b></span></div>
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<span style="color: black; font-size: small;">Sekarang kita coba latihan 4.2 di buku yang sama,</span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxSzgHYBoiBwGRvO85TXN3g-IHmM6Gyuj9hgamO91qVEBMxR7zoYWMUBLdpiqhdrzw0-5K2gLo4nPQaAR-hnZeBB4DOz26fhx5lrnBWWh6ev_6yY0Cmo6BYss9LXE0Yla2eMJK6F_rQX8/s1600/New+Picture.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="443" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxSzgHYBoiBwGRvO85TXN3g-IHmM6Gyuj9hgamO91qVEBMxR7zoYWMUBLdpiqhdrzw0-5K2gLo4nPQaAR-hnZeBB4DOz26fhx5lrnBWWh6ev_6yY0Cmo6BYss9LXE0Yla2eMJK6F_rQX8/s640/New+Picture.bmp" width="640" /></a></span></div>
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<span style="color: black; font-size: small;"> </span><span style="font-size: small;"><b> </b></span></div>
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<span style="color: black; font-size: small;">dengan cara yang sama kita terapkan pada aplikasi CFDSOF, dan kita dapatkan;</span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWpq6yolGRmQ01Yzleivw7MivmM74_qr9w_LjYEkL2p8j_B_gfCwG1EV4Ir7Z4bO9wPckIAdBdLlEOTeKpte62RwOrYbCZYvLVsk2JnAylskk9pltHeH5xdh4uqW15jPZzwE4vaeyef0s/s1600/New+Picture+%282%29.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWpq6yolGRmQ01Yzleivw7MivmM74_qr9w_LjYEkL2p8j_B_gfCwG1EV4Ir7Z4bO9wPckIAdBdLlEOTeKpte62RwOrYbCZYvLVsk2JnAylskk9pltHeH5xdh4uqW15jPZzwE4vaeyef0s/s320/New+Picture+%282%29.png" width="320" /></a></span></div>
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<span style="color: black; font-size: small;"> </span><span style="font-size: small;"><b> </b></span><span style="color: black; font-size: small;"> </span></div>
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<span style="color: black; font-size: small;">disini terlihat perbedaan kontur distribusi panas dengan soal 4.1, hal ini terjadi karena pada soal 4.2 ada pengaruh <i>heat generating </i>sedangkan pada soal 4.1 tidak ada menggunakan.</span></div>
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<span style="color: black; font-size: small;"></span><span style="color: black; font-size: small;"></span></div>novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.com0tag:blogger.com,1999:blog-4520733404424848818.post-90794074370561306592012-03-14T03:26:00.000-07:002012-03-14T03:27:59.035-07:00Diskritisasi Persamaan Atur dengan Metoda Finite Volume<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">Seperti yang telah dibahas sebeleumnya, CFD merupakan suatu metode numerik dengan menggunakan komputerisasi dalam menyelesaikan permasalahan mekanika fluida. Dalam mekanika fluida kita menyelesaikan permasalahan dan fonomena fluida dengan menggunakan pendekatan-pendekatan formula dan hukum-hukum dasarnya.</span></span><br />
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">Persamaan-persamaan yang menjadi dasar dalam permasalahan fluida didasarkan pada "persamaan atur" </span></span><i><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">(governing equation)</span></span></i><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">. Persamaan-persamaan atur tersebut adalah </span></span><i><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">kekekalan masa, kekekalan momentum, energy.</span></span></i><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;"> Namun persamaan-persamaan tersebut berbentuk persamaan differensial, yang tidak bisa diselesaikan oleh sistem komputer. Hal ini karena program komputer hanya mampu menyeselasaikan persamaan matetatika dasar seperti perkalian, pembagian, penjumlahan dan pengurangan.</span></span></div>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">Dengan demikian, penggunaan persamaan diffensial secara langsung pada komputasi tidak bisa diterapkan untuk menyeselaikan permasalahan kontinu. Namun permasalahan dapat diselesaikan melalui pendekatan diskritisasi.</span></span></div>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">Dengan diskritasasi persamaan differensial tadi diterjemahkan kedalam bentuk analogi numeris seperti perkalian, pembagian, penjumlahan dan pengurangan. Secara visual, diskritisasi dapat dianalogikan kedalam bentuk ruangan-ruangan kecil </span></span><i><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">(cell/grid)</span></span></i><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;"> yang membagi seluruh ruangan yang dihitung. Cell tersebut memiliki luas dan volume yang terhingga sehingga memiliki titik-titik dalam ruang yang ditempati fluida dimana informasi mengenai sifat-sifatnya dapat diketahui.</span></span></div>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">Dengan demikian, akumulasi informasi masing-masing cell dapat merepresentasikan kondisi ruangan yang dihitung.</span></span></div>
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<tr><td style="text-align: center;"><a href="http://catatanpilihan.files.wordpress.com/2011/04/diskrit.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;"><img border="0" src="http://catatanpilihan.files.wordpress.com/2011/04/diskrit.jpg" /></span></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">contoh diskritisasi</span></span></td></tr>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span class="Apple-style-span" style="color: #666666;">seperti gambar diatas, komputer tidak dapat menghitung langsung luasan kurva dengan menggunakan persamaan differensial. Tapi dengan cara membentuk persegi-persegi diseluruh kurva tersebut kemudian menghitung luas persegi dan mengakumulasinya. Sehingga semakin kecil persegi yang dibentuk semakin presisi hasl hitungannya...</span></span></div>
</div>novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.com0tag:blogger.com,1999:blog-4520733404424848818.post-91344265652088198372012-03-08T08:36:00.001-08:002012-03-14T03:47:48.572-07:00still CFD<span class="Apple-style-span" style="font-family: Verdana, sans-serif;">Postingan kali ini masih mengenai CFD (computational fluid dynamic). Aplikasi CFD dapat diterapkan dalam keseharian kita, tidak terbatas hanya penggunaan di laboratorium ataupun pusat penelitian saja. Namun juga bisa kita terapakan dalan keseharian kita, seperti tata ruang di rumah, di kantor, kamar atau susunan gedung-gedung. Hal ini bisa dilakukan karena keseharian kita selalu berhubungan dengan fluida. Contoh fluida yang pasti kita temui adalah udara dan air.</span><br />
<span class="Apple-style-span" style="font-family: Verdana, sans-serif;">Penggunaan CFD biasanya didasari karena kebutuhan informasi mengenai aliran atau sebaran fluida terhadap objek yang kita teliti. misalnya, kita ingin menciptakan suasana ruangan belajar di kelas terasa nyaman. Untuk itu kita dapat memodelkan ruangan belajar tersebut dalam program CFD dengan menginput data seperti keadaan ruangan sebenarnya, seperti posisi ruangan (barat/timur, berkaitan dengan posisi matahari), ventilasi ruangan, dimensi ruangan, AC, lampu-lampu dan lain sebagainya.</span><br />
<span class="Apple-style-span" style="font-family: Verdana, sans-serif;">Setelah kita menginput data tersebut, maka kita akan mendapatkan informasi mengenai sebaran suhu/kecepatan aliran udara/tekanan udara di ruangan tersebut.</span><br />
<span class="Apple-style-span" style="font-family: Verdana, sans-serif;">Dengan mengetahui informasi tersebut, kita dapat menganalisis apakah kondisi tersebut telah sesuai dengan keinginan kita atau tidak. semisalnya tidak, kita dapat memodelkan ruangan tersebut agar mendapat kondisi yang kita inginkan. Ketika pemodelan ruangan di program CFD telah sesuai dengan keinginan kita, maka kita dengan mudah dapat menempatkan perlengkapan-perlengkapan ruangan dengan benar, seperti posisi AC, letak lampu dan ukuran yang sesuai, atau posisi meja terhadap jendela dan lain sebagainya</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFVXvtibv74kXzaj8O2Xp9s2tDONAR-h4coc_MYdStUUuubj50ZntfScIi3jcMgjxITHWrdV2eq61GklUo47y93hPP30xONcSQoXVtZn7ioBrdsE6QBE2Esc0gMkUzgwp4bKVZV94a6qc/s1600/CFD+in+room.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFVXvtibv74kXzaj8O2Xp9s2tDONAR-h4coc_MYdStUUuubj50ZntfScIi3jcMgjxITHWrdV2eq61GklUo47y93hPP30xONcSQoXVtZn7ioBrdsE6QBE2Esc0gMkUzgwp4bKVZV94a6qc/s320/CFD+in+room.jpg" width="320" /></span></a></div>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;">gambar di atas adalah salah satu contoh penerapan CFD untuk mengetahui kondisi ruangan perawatan di rumah sakit. Dengan menggunakan CFD, kita bisa mengetahui kondisi fluida di ruangan tersebut, dan penempatan perlengkapan yang tepat untuk mencipkan suana yang ideal.</span></div>
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<br />novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.com0tag:blogger.com,1999:blog-4520733404424848818.post-21476303062211339582012-03-06T00:30:00.000-08:002012-03-14T03:48:24.675-07:00What is CFD?<div>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;">Dewasa ini, kemajuan ilmu pengetahun dan teknologi semakin pesat. dengan perkembangan teknologi tersebut sekaligus mampu mendorong perkembangan ilmu pengetahuan lainya. salah satu contohnya adalah dalam hal mekanika fluida. dengan di ditemukannya aplikasi CFD, maka pembelajaran mengenai fluida jadi lebih mudah dan tervisualisasikan.</span></div>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;">Computational Fluid Dynamics (CFD) adalah salah
satu pendekatan fenomena yang terjadi dalam bidang fluida dengan
menggunakan pemodelan melalui system computasi. Dalam pendekatan ini
tetap menggunakan prinsip-prisip mekanika fluida, hanya saja pada bagian
perhitungannya telah dilakukan oleh program.</span></div>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;">Dalam dunia industri, penggunaan CFD telah bayak diterapkan karena
kemampuannya dalam menghandle geometri yang lebih komplek dan relevan
dengan semua detailnya, serta efisien dalam proses simulasi, penambahan
pemodelan turbulen dan kelebihan lainnya.</span><span style="font-size: xx-small;"><span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><span style="line-height: 13px;"></span></span></span></div>
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<span class="Apple-style-span" style="font-family: Verdana, sans-serif;"><img alt="" src="http://ccitonline.com/cfdsofedu/pluginfile.php/1/blog/attachment/101/salah%20satu%20contoh%20aplikasi%20CFD.jpg" /></span></div>novendri rezekihttp://www.blogger.com/profile/14330328933343232476noreply@blogger.com0