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Merge branch 'main' into feature/issue-442-integrator-class
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Code/Source/solver/README-trilinos.md

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<ParameterList name="MueLu">
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<Parameter name="verbosity" type="string" value="none"/>
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<Parameter name="max levels" type="int" value="6"/>
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<Parameter name="cycle type" type="string" value="V"/>
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<Parameter name="fuse prolongation and update" type="bool" value="true"/>
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<!-- Problem type -->
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<Parameter name="problem: type" type="string" value="unknown"/>
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<Parameter name="number of equations" type="int" value="4"/>
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<!-- Aggregation -->
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<Parameter name="aggregation: type" type="string" value="coupled"/>
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<Parameter name="aggregation: min agg size" type="int" value="2"/>
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<Parameter name="aggregation: max agg size" type="int" value="8"/>
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<Parameter name="aggregation: ordering" type="string" value="natural"/>
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<Parameter name="aggregation: drop scheme" type="string" value="classical"/>
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<Parameter name="aggregation: strength-of-connection: measure" type="string" value="smoothed aggregation"/>
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<Parameter name="aggregation: number of random vectors" type="int" value="5"/>
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<Parameter name="aggregation: number of times to pre or post smooth" type="int" value="3"/>
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<!-- Smoothed Aggregation -->
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<Parameter name="sa: damping factor" type="double" value="1.0"/>
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<Parameter name="sa: use filtered matrix" type="bool" value="false"/>
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<!-- Smoother -->
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<Parameter name="smoother: type" type="string" value="RELAXATION"/>
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<Parameter name="smoother: pre or post" type="string" value="both"/>
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<Parameter name="smoother: overlap" type="int" value="0"/>
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<ParameterList name="smoother: params">
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<Parameter name="relaxation: type" type="string" value="Gauss-Seidel"/>
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<Parameter name="relaxation: sweeps" type="int" value="2"/>
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</ParameterList>
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<!-- Coarse solver -->
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<Parameter name="coarse: type" type="string" value="KLU"/>
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<Parameter name="coarse: max size" type="int" value="2000"/>
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</ParameterList>

Code/Source/solver/post.cpp

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for (int l = 0; l < nsd; l++) {
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sigma(l,l) = sigma(l,l) - trS;
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}
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double vmises = sqrt(mat_ddot(sigma, sigma, nsd));
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double vmises = sqrt(1.5 * mat_ddot(sigma, sigma, nsd));
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resl(0) = vmises;
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sE(e) = sE(e) + w*vmises;
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}
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