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Merge pull request #1735 from andlaus/fix_wells_Schur
well model: fix application of Schur complements
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commit
5163131f59
@ -246,7 +246,7 @@ namespace Opm {
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report.total_linearizations = 1;
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try {
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report += assemble(timer, iteration);
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report += assembleReservoir(timer, iteration);
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report.assemble_time += perfTimer.stop();
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}
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catch (...) {
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@ -293,6 +293,11 @@ namespace Opm {
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const int nc = UgGridHelpers::numCells(grid_);
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BVector x(nc);
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// apply the Schur compliment of the well model to the reservoir linearized
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// equations
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wellModel().linearize(ebosSimulator().model().linearizer().jacobian(),
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ebosSimulator().model().linearizer().residual());
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try {
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solveJacobianSystem(x);
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report.linear_solve_time += perfTimer.stop();
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@ -360,13 +365,13 @@ namespace Opm {
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/// \param[in] reservoir_state reservoir state variables
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/// \param[in, out] well_state well state variables
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/// \param[in] initial_assembly pass true if this is the first call to assemble() in this timestep
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SimulatorReport assemble(const SimulatorTimerInterface& timer,
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const int iterationIdx)
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SimulatorReport assembleReservoir(const SimulatorTimerInterface& timer,
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const int iterationIdx)
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{
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// -------- Mass balance equations --------
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ebosSimulator_.model().newtonMethod().setIterationIndex(iterationIdx);
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ebosSimulator_.problem().beginIteration();
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ebosSimulator_.model().linearizer().linearize();
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ebosSimulator_.model().linearizer().linearizeDomain();
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ebosSimulator_.problem().endIteration();
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return wellModel().lastReport();
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@ -463,19 +468,6 @@ namespace Opm {
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auto& ebosJac = ebosSimulator_.model().linearizer().jacobian();
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auto& ebosResid = ebosSimulator_.model().linearizer().residual();
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// J = [A, B; C, D], where A is the reservoir equations, B and C the interaction of well
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// with the reservoir and D is the wells itself.
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// The full system is reduced to a number of cells X number of cells system via Schur complement
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// A -= B^T D^-1 C
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// If matrix_add_well_contribution is false, the Ax operator is modified. i.e Ax -= B^T D^-1 C x in the WellModelMatrixAdapter
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// instead of A.
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// The residual is modified similarly.
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// r = [r, r_well], where r is the residual and r_well the well residual.
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// r -= B^T * D^-1 r_well
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wellModel().apply(ebosResid);
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if (param_.matrix_add_well_contributions_) {
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wellModel().addWellContributions(ebosJac.istlMatrix());
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}
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// set initial guess
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x = 0.0;
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@ -101,18 +101,23 @@ namespace Opm {
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if (!localWellsActive())
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return;
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// we don't what to add the schur complement
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// here since it affects the getConvergence method
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/*
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if (!param_.matrix_add_well_contributions_) {
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// if the well contributions are not supposed to be included explicitly in
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// the matrix, we only apply the vector part of the Schur complement here.
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for (const auto& well: well_container_) {
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// r = r - duneC_^T * invDuneD_ * resWell_
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well->apply(res);
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}
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return;
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}
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for (const auto& well: well_container_) {
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if (param_.matrix_add_well_contributions_)
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well->addWellContributions(mat);
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well->addWellContributions(mat.istlMatrix());
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// applying the well residual to reservoir residuals
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// r = r - duneC_^T * invDuneD_ * resWell_
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well->apply(res);
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}
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*/
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}
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