[Commits] [svn:einsteintoolkit] www/about/gallery/ (Rev. 1528)

[barry.wardell at gmail.com]

User: barry.wardell
Date: 2016/06/05 05:04 PM

Added:
 /about/gallery/poisson/
  index.php

Modified:
 /about/gallery/
  index.php

Log:
 gallery: Move Poisson equation to a separate page

File Changes:

Directory: /about/gallery/
==========================

File [modified]: index.php
Delta lines: +1 -25
===================================================================
--- about/gallery/index.php	2016-06-05 22:04:53 UTC (rev 1527)
+++ about/gallery/index.php	2016-06-05 22:04:58 UTC (rev 1528)
@@ -23,6 +23,7 @@
 <ul>
 <li><a href="tov">Single, stable neutron star</a></li>
 <li><a href="NsNsToHMNS">Binary, inspiraling neutron stars forming a hypermassive neutron star</a></li>
+<li><a href="poisson">Poisson equation</a></li>
 
 </ul>
 </p>
@@ -31,32 +32,7 @@
  <h4> Single, collapsing neutron star</h4>
 -->
 
-<h4>Poisson equation</h4>
-  
-  <p>This example shows how to solve the Poisson equation with a
-  generic source term using
-  the <a href="https://bitbucket.org/eloisa/ctthorns/src/master/CT_MultiLevel/?at=master">CT_MultiLevel</a>
-  elliptic
-  solver. <a href="poisson/doc/CT_MultiLevel/documentation.html">Documentation</a>
-  for CT_MultiLevel is available.  To assess the performance of the
-  algorithm, we start by prescribing a solution phi0 (in this case, a
-  superposition of Gaussian functions), and construct the source term
-  by taking the Laplacian of phi0. The plots show the final solution
-  phi (color plot), the source term (white contour surfaces) and the
-  solution error phi-phi0 as a function of the iteration number.</p>
 
-  <table>
-   <tr><th>Parameter file</th><td><a href="poisson/poisson.par">poisson.par</a></td></tr>
-   <tr><th>Thornlist</th><td><a href="poisson/poisson.th">poisson.th</a></td></tr>
-   <tr><th>approx. memory</th><td>32 GB</td></tr>
-   <tr><th>approx. runtime</th><td>9.6 core hours</td></tr>
-  </table>
-
-  <h5>Solution</h5>
-  <p><img src="poisson/psi.png" alt="Solution psi" width="40%" align="top"></p>
-  <h5>Error</h5>
-  <p><img src="poisson/err.png" alt="Error" width="40%" align="top"></p>
-
 <h3>Using external but public code</h3>
 <p>
 <ul>

Directory: /about/gallery/poisson/
==================================

File [added]: index.php
Delta lines: +29 -0
===================================================================
--- about/gallery/poisson/index.php	                        (rev 0)
+++ about/gallery/poisson/index.php	2016-06-05 22:04:58 UTC (rev 1528)
@@ -0,0 +1,29 @@
+<?php $title="Gallery: Poisson equation";
+include_once($_SERVER['DOCUMENT_ROOT'].'/global/header.php');?>
+
+  <p>This example shows how to solve the Poisson equation with a
+  generic source term using
+  the <a href="https://bitbucket.org/eloisa/ctthorns/src/master/CT_MultiLevel/?at=master">CT_MultiLevel</a>
+  elliptic
+  solver. <a href="doc/CT_MultiLevel/documentation.html">Documentation</a>
+  for CT_MultiLevel is available.  To assess the performance of the
+  algorithm, we start by prescribing a solution phi0 (in this case, a
+  superposition of Gaussian functions), and construct the source term
+  by taking the Laplacian of phi0. The plots show the final solution
+  phi (color plot), the source term (white contour surfaces) and the
+  solution error phi-phi0 as a function of the iteration number.</p>
+
+  <table>
+   <tr><th>Parameter file</th><td><a href="poisson.par">poisson.par</a></td></tr>
+   <tr><th>Thornlist</th><td><a href="poisson.th">poisson.th</a></td></tr>
+   <tr><th>approx. memory</th><td>32 GB</td></tr>
+   <tr><th>approx. runtime</th><td>9.6 core hours</td></tr>
+  </table>
+
+  <h5>Solution</h5>
+  <p><img src="psi.png" alt="Solution psi" width="40%" align="top"></p>
+  <h5>Error</h5>
+  <p><img src="err.png" alt="Error" width="40%" align="top"></p>
+
+
+<?php include_once($_SERVER['DOCUMENT_ROOT'].'/global/footer.php');?>