[cig-commits] commit: fixing ...
Mercurial
hg at geodynamics.org
Tue Mar 23 10:34:36 PDT 2010
changeset: 402:0917ade5a21a
branch: 1.4.x
parent: 401:f8c5ca0d4814
parent: 395:a7a9767aa515
user: JulianGiordani
date: Tue Feb 02 17:05:14 2010 +1100
description:
fixing ...
diff -r f8c5ca0d4814 -r 0917ade5a21a MaterialPoints/src/ParticleFeVariable.meta
--- a/MaterialPoints/src/ParticleFeVariable.meta Tue Feb 02 17:00:43 2010 +1100
+++ b/MaterialPoints/src/ParticleFeVariable.meta Tue Feb 02 17:05:14 2010 +1100
@@ -13,7 +13,7 @@
<param name="Parent">FeVariable</param>
<param name="Reference"></param>
<param name="Summary"></param>
- <param name="Description"><![CDATA[An abstract class which maps particle variables onto a mesh through the operator $\\hat{\\phi} = \frac{\\sum_{n}N(\\zeta)\\phi(\\zeta)}{\\sum_{n}N(\\zeta)}$<br/>, where $\\hat{\\phi}$ is the new mesh variable, $N$ are shape functions and $\\phi$ is a particle value. <br/>This class sets up a domain-wide massMatrix (really a vector), forceVector and solutionVector. The massMatrix is the denominator of the equation, while the foceVector is the numerator. <br>This variable is evaluated at the end of the Solve_EP]]></param>
+ <param name="Description"><![CDATA[An abstract class which maps particle variables onto a mesh through the operator $\hat{\phi} = \frac{\sum_{n}N(\zeta)\phi(\zeta)}{\sum_{n}N(\zeta)}$<br/>, where $\hat{\phi}$ is the new mesh variable, $N$ are shape functions and $\phi$ is a particle value. <br/>This class sets up a domain-wide massMatrix (really a vector), forceVector and solutionVector. The massMatrix is the denominator of the equation, while the foceVector is the numerator. <br>This variable is evaluated at the end of the Solve_EP]]></param>
<list name="Params">
</list>
diff -r f8c5ca0d4814 -r 0917ade5a21a Utils/src/BuoyancyForceTerm.meta
--- a/Utils/src/BuoyancyForceTerm.meta Tue Feb 02 17:00:43 2010 +1100
+++ b/Utils/src/BuoyancyForceTerm.meta Tue Feb 02 17:05:14 2010 +1100
@@ -14,7 +14,7 @@
<param name="Reference">...</param>
<param name="Summary">...</param>
<param name="Description">This adds a force term for themo-chemical convection, where the fluid is driven my both the thermal expansivity ($\alpha$) as well as the density ($\rho$). Both 'alpha' and 'density' are required as parameters for each material.</param>
- <param name="Equation">$\rho g \\left( 1 - \alpha T \right)$</param>
+ <param name="Equation">$\rho g \left( 1 - \alpha T \right)$</param>
<!--Now the interesting stuff-->
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