Commit c1f6f874 authored by Spencer Sherwin's avatar Spencer Sherwin

Fixed an error where the auxiliary field was not initialised in the...

Fixed an error where the auxiliary field was not initialised in the Incompressible NavierStokes solver. Added a regression test so that an auxiliary field is used
parent e9280d9c
......@@ -53,6 +53,7 @@ IF( NEKTAR_SOLVER_INCNAVIERSTOKES )
ADD_NEKTAR_TEST(ChanFlow_m8_BodyForce)
ADD_NEKTAR_TEST(ChanFlow_m8_singular)
ADD_NEKTAR_TEST(Channel_Flow_3modes_rad)
ADD_NEKTAR_TEST(channelTemp)
ADD_NEKTAR_TEST(Couette_3DH2D_MVM)
ADD_NEKTAR_TEST(Hex_channel_m3)
ADD_NEKTAR_TEST(Hex_channel_varP)
......
......@@ -407,14 +407,24 @@ namespace Nektar
int nvel = m_velocity.num_elements();
if(nvel == 2)
{
m_pressure->PhysDeriv(m_pressure->GetPhys(), Forcing[0], Forcing[1]);
m_pressure->PhysDeriv(m_pressure->GetPhys(),
Forcing[m_velocity[0]],
Forcing[m_velocity[1]]);
}
else
{
m_pressure->PhysDeriv(m_pressure->GetPhys(), Forcing[0],
Forcing[1], Forcing[2]);
m_pressure->PhysDeriv(m_pressure->GetPhys(),
Forcing[m_velocity[0]],
Forcing[m_velocity[1]],
Forcing[m_velocity[2]]);
}
// zero convective fields.
for(int i = nvel; i < m_nConvectiveFields; ++i)
{
Vmath::Zero(phystot,Forcing[i],1);
}
// Subtract inarray/(aii_dt) and divide by kinvis. Kinvis will
// need to be updated for the convected fields.
for(int i = 0; i < m_nConvectiveFields; ++i)
......
<?xml version="1.0" encoding="utf-8"?>
<test>
<description>Channel Flow P=4 with temperature field</description>
<executable>IncNavierStokesSolver</executable>
<parameters>channelTemp.xml</parameters>
<files>
<file description="Session File">channelTemp.xml</file>
</files>
<metrics>
<metric type="L2" id="1">
<value variable="u" tolerance="1e-10">8.82097e-07</value>
<value variable="v" tolerance="1e-10">1.56407e-07</value>
<value variable="c1"tolerance="1e-4"> 1.02325</value>
<value variable="p" tolerance="1e-3"> 0.048 </value>
</metric>
<metric type="Linf" id="2">
<value variable="u" tolerance="1e-8">1.12525e-05</value>
<value variable="v" tolerance="1e-8">1.31727e-06</value>
<value variable="c1"tolerance="1e-4">0.947434</value>
<value variable="p" tolerance="1e-4">0.0240083</value>
</metric>
</metrics>
</test>
<?xml version="1.0" encoding="utf-8" ?>
<NEKTAR>
<!-- C[100,1013] is my physical surface -->
<EXPANSIONS>
<E COMPOSITE="C[100,101]" NUMMODES="4" TYPE="MODIFIED" FIELDS="u,v,c1,p" />
</EXPANSIONS>
<CONDITIONS>
<SOLVERINFO>
<I PROPERTY="SolverType" VALUE="VelocityCorrectionScheme"/>
<I PROPERTY="EQTYPE" VALUE="UnsteadyNavierStokes" />
<I PROPERTY="EvolutionOperator" VALUE="Nonlinear" />
<I PROPERTY="Projection" VALUE="Galerkin" />
<I PROPERTY="GlobalSysSoln" VALUE="XxtMultiLevelStaticCond" />
<I PROPERTY="TimeIntegrationMethod" VALUE="IMEXOrder2" />
<I PROPERTY="Driver" VALUE="Standard" />
<I PROPERTY="SpectralVanishingViscosity" VALUE="True" />
<I PROPERTY="SPECTRALHPDEALIASING" VALUE="True" />
</SOLVERINFO>
<PARAMETERS>
<!-- Need to pick Delta t strategically, dont want CFL number to be too large! -->
<P> TimeStep = 4e-4 </P>
<!-- Final time -->
<P> T = 1.00 </P>
<P> NumSteps = 100 </P>
<P> IO_CheckSteps = 100 </P>
<P> IO_InfoSteps = 10 </P>
<P> IO_CFLSteps = 10 </P>
<P> IO_NormSteps = 1 </P>
<!-- Reynolds number -->
<P> Re = 1000 </P>
<P> Kinvis = 1/Re </P>
<!-- SVV parameters -->
<P> SVVCutoffRatio = 0.5 </P>
<P> SVVDiffCoeff = 1.0 </P>
</PARAMETERS>
<VARIABLES>
<V ID="0">u</V>
<V ID="1">v</V>
<V ID="2">c1</V>
<V ID="3">p</V>
</VARIABLES>
<FUNCTION NAME="DiffusionCoefficient">
<E VAR="c1" VALUE="0.1" />
</FUNCTION>
<BOUNDARYREGIONS>
<B ID="0"> C[1,3] </B> <!-- Wall -->
<B ID="1"> C[4] </B> <!-- Inflow -->
<B ID="2"> C[2] </B> <!-- Outflow -->
</BOUNDARYREGIONS>
<BOUNDARYCONDITIONS>
<REGION REF="0">
<D VAR="u" VALUE="0" />
<D VAR="v" VALUE="0" />
<D VAR="c1" VALUE="10 + 10*x" />
<N VAR="p" VALUE="0" USERDEFINEDTYPE="H" />
</REGION>
<REGION REF="1">
<D VAR="u" VALUE="(1-y*y)" />
<D VAR="v" VALUE="0" />
<D VAR="c1" VALUE="10" />
<N VAR="p" VALUE="0" USERDEFINEDTYPE="H" />
</REGION>
<REGION REF="2">
<N VAR="u" VALUE="0" />
<N VAR="v" VALUE="0" />
<N VAR="c1" VALUE="0" />
<D VAR="p" VALUE="0" />
</REGION>
</BOUNDARYCONDITIONS>
<FUNCTION NAME="InitialConditions">
<E VAR="u" VALUE="1-y*y" />
<E VAR="v" VALUE="0" />
<E VAR="c1" VALUE="10 + 10 * x" />
<E VAR="p" VALUE="0" />
</FUNCTION>
<FUNCTION NAME="ExactSolution">
<E VAR="u" VALUE="1-y*y" />
<E VAR="v" VALUE="0" />
<E VAR="c1" VALUE="10 + 10 * x" />
<E VAR="p" VALUE="-2*Kinvis*(6-x)" />
</FUNCTION>
</CONDITIONS>
<GEOMETRY DIM="2" SPACE="2">
<VERTEX COMPRESSED="B64Z-LittleEndian" BITSIZE="64">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</VERTEX>
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</INDEX>
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</POINTS>
</DATAPOINTS>
</CURVED>
<COMPOSITE>
<C ID="1"> E[7,12,37,47,52,57,62,67,77,72,82,92,0,22,87,107,112,27,32,102,122,132,17,137,42,127,142,97,147,117] </C>
<C ID="2"> E[946,991,1010,1166,1183,1223,300,1224,1234,3,948,6,302] </C>
<C ID="3"> E[152,179,159,184,189,194,224,234,239,249,254,269,274,284,289,294,299,244,164,199,209,279,264,219,169,214,259,229,174,204] </C>
<C ID="4"> E[631,638,555,381,304,363,155,377,568,148,316,150,158] </C>
<C ID="100"> T[120-755] </C>
<C ID="101"> Q[0-119] </C>
</COMPOSITE>
<DOMAIN> C[100,101] </DOMAIN>
</GEOMETRY>
</NEKTAR>
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