Commit db898d38 authored by Chris Cantwell's avatar Chris Cantwell
Browse files

Merge branch 'fix/FC_interpolator' into 'master'

Fix/fc interpolator

Provide a fix for the interpolator in FieldUtils which currently using the wrong offset to place interpolated points back into the new field. This is mainly a problem when quad elements are listed before tri elements since this automatically leads to the incorrect offset. This would have not been a problem if tris went before quads. This MR also therefore adds in a regression test for this case.

See merge request !746
parents 411cacdf a7cdea45
......@@ -66,6 +66,7 @@ v4.4.0
- Update quality metric to include scaled Jacobian output (!695)
- Allow multiple XML files to be specified in InterpField module (!705)
- Fix issues with isocontour module (!719)
- Fix issue with interpolator routine (!746)
**NekMesh:**
- Modify curve module to allow for spline input (!628)
......
......@@ -339,8 +339,7 @@ void Interpolator::Interpolate(
if (elmtid >= 0)
{
int offset = m_expInField[0]->GetPhys_Offset(
m_expInField[0]->GetOffset_Elmt_Id(elmtid));
int offset = m_expInField[0]->GetPhys_Offset(elmtid);
for (int f = 0; f < m_expInField.size(); ++f)
{
......@@ -424,8 +423,7 @@ void Interpolator::Interpolate(
if (elmtid >= 0)
{
int offset = m_expInField[0]->GetPhys_Offset(
m_expInField[0]->GetOffset_Elmt_Id(elmtid));
int offset = m_expInField[0]->GetPhys_Offset(elmtid);
for (int f = 0; f < m_expInField.size(); ++f)
{
......
......@@ -27,6 +27,7 @@ ADD_NEKTAR_TEST(cube_prismhex)
ADD_NEKTAR_TEST(outflow_pointdatatofld)
ADD_NEKTAR_TEST(chan3D_equispacedoutput)
ADD_NEKTAR_TEST(chan3D_isocontour)
ADD_NEKTAR_TEST(interpfield)
ADD_NEKTAR_TEST(naca0012_bnd_equispacedoutput)
ADD_NEKTAR_TEST(smallmesh_isocontour)
......
<?xml version="1.0" encoding="utf-8"?>
<test>
<description> Interp field to a box of points (also calculate cp and cp0)</description>
<executable>FieldConvert</executable>
<parameters>-e -m interpfield:fromxml=interptest.xml:fromfld=interptest.fld interptest.xml new.fld </parameters>
<files>
<file description="Session File">interptest.xml</file>
<file description="Session File">interptest.fld</file>
</files>
<metrics>
<metric type="L2" id="1">
<value variable="u" tolerance="1e-4">0.0254815</value>
<value variable="v" tolerance="1e-4">0.00331392</value>
<value variable="p" tolerance="1e-4">0.00229271</value>
</metric>
<metric type="Linf" id="2">
<value variable="u" tolerance="1e-4">0.784991</value>
<value variable="v" tolerance="1e-4">0.390773</value>
<value variable="p" tolerance="1e-4">0.0871031</value>
</metric>
</metrics>
</test>
<?xml version="1.0" encoding="utf-8" ?>
<NEKTAR>
<Metadata>
<Provenance>
<GitBranch>refs/heads/master</GitBranch>
<GitSHA1>767ff995ba02f321b33607be8ab0765c0555c79e</GitSHA1>
<Hostname>Spencers-MacBook-Pro-2.local</Hostname>
<NektarVersion>4.4.0</NektarVersion>
<Timestamp>24-Feb-2017 17:14:31</Timestamp>
</Provenance>
<ChkFileNum>236</ChkFileNum>
<Kinvis>7.4074074074074075e-06</Kinvis>
<SessionName0>NACA65.xml</SessionName0>
<Time>50.999885004992777</Time>
<TimeStep>1.0000000000000001e-05</TimeStep>
</Metadata>
<ELEMENTS FIELDS="u,v,p" SHAPE="Triangle" BASIS="Modified_A,Modified_B" NUMMODESPERDIR="UNIORDER:8,8" ID="529,532,537-549,564,566-569,572-574,577,579,581-604,606-611,614,617-629,631-633,635-637,639,641,946,1088,1190,1192,1194-1195,1197,1199-1200,1214,1216-1218,1220-1226,1238,1240-1242,1516-1554,1557,1560,1567,1573,1950" COMPRESSED="B64Z-LittleEndian" BITSIZE="64">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</ELEMENTS>
<ELEMENTS FIELDS="u,v,p" SHAPE="Quadrilateral" BASIS="Modified_A,Modified_A" NUMMODESPERDIR="UNIORDER:8,8" ID="134-145" COMPRESSED="B64Z-LittleEndian" BITSIZE="64">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</ELEMENTS>
</NEKTAR>
<?xml version="1.0" encoding="utf-8" ?>
<NEKTAR>
<GEOMETRY DIM="2" SPACE="2" PARTITION="0">
<VERTEX COMPRESSED="B64Z-LittleEndian" BITSIZE="64">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</VERTEX>
<EDGE COMPRESSED="B64Z-LittleEndian" BITSIZE="64">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</EDGE>
<ELEMENT>
<T COMPRESSED="B64Z-LittleEndian" BITSIZE="64">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</T>
<Q COMPRESSED="B64Z-LittleEndian" BITSIZE="64">eJxdzEkOgmAQhNH2gMQoDiDgjIKox3AG5cYu/m/T1ZuXrlTqZuFGg+AYY4zwbj6f4BSH+KA3459jIvtP83mKC9l/0cv4cyxk/20+X+JK9j/01vwb3Mp+az7f4V72O3ol/wGPsv81n1dYy/6P3om/wbPs9+bzC15l/w9ymhhn</Q>
</ELEMENT>
<CURVED COMPRESSED="B64Z-LittleEndian" BITSIZE="64">
<E>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</E>
<DATAPOINTS ID="0">
<INDEX>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</INDEX>
<POINTS>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</POINTS>
</DATAPOINTS>
</CURVED>
<COMPOSITE>
<C ID="8">E[342,347,352,357,362,337]</C>
<C ID="100">T[529,532,537-549,564,566-569,572-574,577,579,581-604,606-611,614,617-629,631-633,635-637,639,641,946,1088,1190,1192,1194-1195,1197,1199-1200,1214,1216-1218,1220-1226,1238,1240-1242,1516-1554,1557,1560,1567,1573,1950]</C>
<C ID="101">Q[134-145]</C>
</COMPOSITE>
<DOMAIN>C[100-101]</DOMAIN>
</GEOMETRY>
<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" />
</SOLVERINFO>
<PARAMETERS>
<!-- Need to pick Delta t strategically, dont want CFL number to be too large! -->
<P>TimeStep = 1e-5</P>
<!-- Final time -->
<P>T = 4.00e+0</P>
<P>NumSteps = T/TimeStep</P>
<P>IO_CheckSteps = NumSteps/100</P>
<P>IO_InfoSteps = 1</P>
<P>IO_CFLSteps = 10</P>
<!-- Reynolds number -->
<P>Re = 135000</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">p</V>
</VARIABLES>
<BOUNDARYREGIONS>
<B ID="0">C[8]</B>
</BOUNDARYREGIONS>
<BOUNDARYCONDITIONS>
<REGION REF="0">
<D VAR="u" VALUE="0" />
<D VAR="v" VALUE="0" />
<N VAR="p" VALUE="0" USERDEFINEDTYPE="H" />
</REGION>
</BOUNDARYCONDITIONS>
<FUNCTION NAME="InitialConditions">
<F VAR="u,v,p" FILE="initial_condition.rst" />
</FUNCTION>
</CONDITIONS>
<EXPANSIONS>
<E COMPOSITE="C[100,101]" NUMMODES="8" TYPE="MODIFIED" FIELDS="u,v,p" />
</EXPANSIONS>
<FILTERS>
<FILTER TYPE="AverageFields">
<PARAM NAME="OutputFile">Avg_field</PARAM>
<PARAM NAME="OutputFrequency">50000</PARAM>
<PARAM NAME="SampleFrequency">5</PARAM>
</FILTER>
<FILTER TYPE="ModalEnergy">
<PARAM NAME="OutputFile">EnergyFile</PARAM>
<PARAM NAME="OutputFrequency">10</PARAM>
</FILTER>
<FILTER TYPE="Energy">
<PARAM NAME="OutputFrequency">10</PARAM>
</FILTER>
</FILTERS>
</NEKTAR>
Supports Markdown
0% or .
You are about to add 0 people to the discussion. Proceed with caution.
Finish editing this message first!
Please register or to comment