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@kayarre
Created July 26, 2017 19:44
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Nektar++ Unsteady Stokes and Steady Stokes error on uninitialized pointer
using the debug build I recieve this error when running
IncNavierStokesSolver-g Tube_6mmD_10mmL_HOBC_Cond.xml Tube_6mmD_10mmL_HOBC_spherigon.xml -v
- dof valency (min/max/mean) : 1 38 2
IncNavierStokesSolver-g: /home/ksansom/build/boost/install_1_64_0_openmpi/include/boost/smart_ptr/shared_ptr.hpp:711: typename boost::detail::sp_member_access<T>::type boost::shared_ptr<T>::operator->() const [with T = Nektar::Extrapolate; typename boost::detail::sp_member_access<T>::type = Nektar::Extrapolate*]: Assertion `px != 0' failed.
[orthanc:11304] *** Process received signal ***
[orthanc:11304] Signal: Aborted (6)
[orthanc:11304] Signal code: User function (kill, sigsend, abort, etc.) (0)
[orthanc:11304] [ 0] /lib64/libc.so.6(+0x35250)[0x7f61440ee250]
[orthanc:11304] [ 1] /lib64/libc.so.6(gsignal+0x37)[0x7f61440ee1d7]
[orthanc:11304] [ 2] /lib64/libc.so.6(abort+0x148)[0x7f61440ef8c8]
[orthanc:11304] [ 3] /lib64/libc.so.6(+0x2e146)[0x7f61440e7146]
[orthanc:11304] [ 4] /lib64/libc.so.6(+0x2e1f2)[0x7f61440e71f2]
[orthanc:11304] [ 5] IncNavierStokesSolver-g(_ZNK5boost10shared_ptrIN6Nektar11ExtrapolateEEptEv+0x31)[0x5cba5d]
[orthanc:11304] [ 6] IncNavierStokesSolver-g(_ZN6Nektar24VelocityCorrectionScheme12v_InitObjectEv+0x12fc)[0x5dacf2]
[orthanc:11304] [ 7] IncNavierStokesSolver-g(_ZN6Nektar11SolverUtils14EquationSystem10InitObjectEv+0x23)[0x5991e7]
[orthanc:11304] [ 8] IncNavierStokesSolver-g(_ZN6Nektar24VelocityCorrectionScheme6createERKN5boost10shared_ptrINS_12LibUtilities13SessionReaderEEE+0x5a)[0x5dfa32]
[orthanc:11304] [ 9] /home/ksansom/build/nektar/install_dev/lib64/nektar++-4.5.0/libSolverUtils-g.so.4.5.0(_ZN6Nektar12LibUtilities10NekFactoryISsNS_11SolverUtils14EquationSystemEJRKN5boost10shared_ptrINS0_13SessionReaderEEEEE14CreateInstanceESsS9_+0xe2)[0x7f614ac44438]
[orthanc:11304] [10] /home/ksansom/build/nektar/install_dev/lib64/nektar++-4.5.0/libSolverUtils-g.so.4.5.0(_ZN6Nektar11SolverUtils6Driver12v_InitObjectERSo+0x53c)[0x7f614ac3f960]
[orthanc:11304] [11] /home/ksansom/build/nektar/install_dev/lib64/nektar++-4.5.0/libSolverUtils-g.so.4.5.0(_ZN6Nektar11SolverUtils14DriverStandard12v_InitObjectERSo+0x23)[0x7f614ac65b93]
[orthanc:11304] [12] /home/ksansom/build/nektar/install_dev/lib64/nektar++-4.5.0/libSolverUtils-g.so.4.5.0(_ZN6Nektar11SolverUtils6Driver10InitObjectERSo+0x2e)[0x7f614ac52630]
[orthanc:11304] [13] /home/ksansom/build/nektar/install_dev/lib64/nektar++-4.5.0/libSolverUtils-g.so.4.5.0(_ZN6Nektar11SolverUtils14DriverStandard6createERKN5boost10shared_ptrINS_12LibUtilities13SessionReaderEEE+0x64)[0x7f614ac67f30]
[orthanc:11304] [14] IncNavierStokesSolver-g(_ZN6Nektar12LibUtilities10NekFactoryISsNS_11SolverUtils6DriverEJRKN5boost10shared_ptrINS0_13SessionReaderEEEEE14CreateInstanceESsS9_+0xe2)[0x5729ba]
[orthanc:11304] [15] IncNavierStokesSolver-g(main+0x14a)[0x568c0e]
[orthanc:11304] [16] /lib64/libc.so.6(__libc_start_main+0xf5)[0x7f61440dab35]
[orthanc:11304] [17] IncNavierStokesSolver-g[0x568009]
[orthanc:11304] *** End of error message ***
Aborted (core dumped)
<?xml version="1.0" encoding="utf-8" ?>
<NEKTAR>
<EXPANSIONS>
<E COMPOSITE="C[0]" NUMMODES="6" TYPE="MODIFIED" FIELDS="u,v,w,p" />
<E COMPOSITE="C[1]" NUMMODES="6" TYPE="MODIFIED" FIELDS="u,v,w,p" />
</EXPANSIONS>
<CONDITIONS>
<SOLVERINFO>
<I PROPERTY="SolverType" VALUE="VelocityCorrectionScheme" /> <!-- std look at pdf -->
<I PROPERTY="EQTYPE" VALUE="UnsteadyStokes" />
<I PROPERTY="AdvectionForm" VALUE="Convective" />
<I PROPERTY="Projection" VALUE="Continuous" />
<I PROPERTY="TimeIntegrationMethod" VALUE="IMEXOrder2" /> <!-- second order time integration -->
<I PROPERTY="Preconditioner" VALUE="FullLinearSpaceWithLowEnergyBlock" /> <!-- always have on, decouples interior and exterior modes, can forget about interior, gets much faster -->
<I PROPERTY="SPECTRALHPDEALIASING" VALUE="True" />
</SOLVERINFO>
<PARAMETERS>
<P> TimeStep = 0.000005 </P> <!-- CFL condition, explicit time integration -->
<P> NumSteps = 400000 </P>
<P> IO_CheckSteps = 4000 </P> <!-- chk point file -->
<P> IO_InfoSteps = 400 </P> <!-- std out -->
<P> IO_CFLSteps = 40 </P> <!-- std output CFL value -->
<P> Kinvis = 3.33e-6 </P>
<P> IterativeSolverTolerance = 1e-8</P> <!--default 1e-7, b/c -->
<P> OutflowBC_theta = 1.0 </P> <!--default HOBC -->
<P> OutflowBC_alpha1 = 0.0 </P>
<P> OutflowBC_alpha2 = 0.0 </P>
</PARAMETERS>
<VARIABLES> <!-- Variable IDS, output and arrays stuff not sure what its mapping to -->
<V ID="0"> u </V>
<V ID="1"> v </V>
<V ID="2"> w </V>
<V ID="3"> p </V>
</VARIABLES>
<BOUNDARYREGIONS> <!-- set from composite, which from came from star -->
<B ID="0"> C[2] </B> <!-- Wall -->
<B ID="1"> C[3] </B> <!-- Inlet -->
<B ID="2"> C[4] </B> <!-- Outlet-->
</BOUNDARYREGIONS>
<BOUNDARYCONDITIONS>
<REGION REF="0"> <!-- wall -->
<D VAR="u" VALUE="0" />
<D VAR="v" VALUE="0" />
<D VAR="w" VALUE="0" />
<N VAR="p" USERDEFINEDTYPE="H" VALUE="0" />
</REGION>
<REGION REF="1"> <!-- Inlet ID="0", mean flow value-->
<D VAR="u" VALUE="0.603303003554*(1-(y*y + z*z)/(3.0E-3*3.0E-3))" />
<D VAR="v" VALUE="0" />
<D VAR="w" VALUE="0" />
<N VAR="p" USERDEFINEDTYPE="H" VALUE="0" /> <!-- zero gradient at inlet -->
</REGION>
<REGION REF="2"> <!-- Outlet , N=Neumann=gradient, D=Dierchlet=value R=Robin=mixed-->
<N VAR="u" VALUE="0" />
<N VAR="v" VALUE="0" />
<N VAR="w" VALUE="0" />
<D VAR="p" VALUE="12443.0" /> <!-- MAP -->
</REGION>
</BOUNDARYCONDITIONS>
<FUNCTION NAME="InitialConditions">
<E VAR="u" VALUE="0"/>
<E VAR="v" VALUE="0"/>
<E VAR="w" VALUE="0"/>
<E VAR="p" VALUE="0"/>
</FUNCTION>
</CONDITIONS>
<FILTER TYPE="Checkpoint">
<PARAM NAME="Tube_6mmD_10mmL_ss_chk">IntermediateFields</PARAM>
<PARAM NAME="OutputFrequency">500</PARAM>
</FILTER>
</NEKTAR>
<?xml version="1.0" encoding="utf-8" ?>
<NEKTAR>
<GEOMETRY DIM="3" SPACE="3">
<VERTEX COMPRESSED="B64Z-LittleEndian" BITSIZE="64">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</INDEX>
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</POINTS>
</DATAPOINTS>
</CURVED>
<COMPOSITE>
<C ID="0"> R[0-281] </C>
<C ID="1"> A[282-880] </C>
<C ID="2"> F[1,5,9,13,17,21,25,28,32,36,40,45,53,57,60,67,70,73,76,80,84,89,93,96,100,104,108,112,116,119,123,127,131,134,141,145,148,151,154,157,161,168,205,210,229,260,265,270,274,277,281,284,287,291,294,298,302,306,331,335,338,341,345,349,353,356,359,362,365,370,373,376,380,383,387,390,393,396,400,404,408,411,415,419,423,426,430,434,438,442,445,448,456,460,464,468,471,475,478,481,490,494,498,502,506,511,514,517,520,523,526,529,532,536,540,543,547,551,555,558,562,565,568,571,575,578,582,586,589,592,595,599,602,605,608,611,614,618,631,636,640,644,648,653,657,660,664,667,670,674,678,723,731,738,740,742,746,750,753,756,759,762,765,768,770,774,777,780,783,787,790,793,796,800,806,814,818,822,825,829,833,836,839,842,845,848,851,855,858,862,865,869,873,876,880,882,895,906,919,922,929,931,940,944,954,957,967,970,976,983,985] </C>
<C ID="3"> F[49,63,137,164,171,174,177,181,184,187,192,196,200,214,219,222,226,232,235,238,241,245,248,251,254,257,308,310,314,317,321,324,328,620] </C>
<C ID="4"> F[452,485,623,627,682,687,691,695,698,701,705,708,712,716,719,727,734,803,810,812,884,888,891,898,903,909,913,916,925,933,937,948,951,960,963,973,979] </C>
</COMPOSITE>
<DOMAIN> C[0,1] </DOMAIN>
</GEOMETRY>
</NEKTAR>
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