[11322] | 1 | /*!\file: solver_nonlinear.cpp
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| 2 | * \brief: core of a non-linear solution, using fixed-point method
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| 3 | */
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| 4 |
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| 5 | #include "../toolkits/toolkits.h"
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[12832] | 6 | #include "../classes/objects/objects.h"
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[11322] | 7 | #include "../io/io.h"
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| 8 | #include "../EnumDefinitions/EnumDefinitions.h"
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| 9 | #include "../modules/modules.h"
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| 10 | #include "../solutions/solutions.h"
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| 11 | #include "./solvers.h"
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| 12 |
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| 13 | void solver_newton(FemModel* femmodel){
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| 14 |
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| 15 | /*intermediary: */
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[11327] | 16 | bool converged;
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| 17 | int count;
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[12477] | 18 | IssmDouble kmax;
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[13216] | 19 | Matrix<IssmDouble>* Kff = NULL;
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| 20 | Matrix<IssmDouble>* Kfs = NULL;
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| 21 | Matrix<IssmDouble>* Jff = NULL;
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| 22 | Vector<IssmDouble>* ug = NULL;
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| 23 | Vector<IssmDouble>* old_ug = NULL;
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| 24 | Vector<IssmDouble>* uf = NULL;
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| 25 | Vector<IssmDouble>* old_uf = NULL;
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| 26 | Vector<IssmDouble>* duf = NULL;
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| 27 | Vector<IssmDouble>* pf = NULL;
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| 28 | Vector<IssmDouble>* pJf = NULL;
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| 29 | Vector<IssmDouble>* df = NULL;
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| 30 | Vector<IssmDouble>* ys = NULL;
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[11322] | 31 |
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| 32 | /*parameters:*/
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| 33 | int max_nonlinear_iterations;
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| 34 | int configuration_type;
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| 35 |
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| 36 | /*Recover parameters: */
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| 37 | femmodel->parameters->FindParam(&max_nonlinear_iterations,DiagnosticMaxiterEnum);
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| 38 | femmodel->parameters->FindParam(&configuration_type,ConfigurationTypeEnum);
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[13693] | 39 | femmodel->UpdateConstraintsx();
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[11322] | 40 |
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| 41 | count=1;
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| 42 | converged=false;
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| 43 |
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| 44 | /*Start non-linear iteration using input velocity: */
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| 45 | GetSolutionFromInputsx(&ug,femmodel->elements,femmodel->nodes,femmodel->vertices,femmodel->loads,femmodel->materials,femmodel->parameters);
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| 46 | Reducevectorgtofx(&uf,ug,femmodel->nodes,femmodel->parameters);
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| 47 |
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| 48 | //Update once again the solution to make sure that vx and vxold are similar (for next step in transient or steadystate)
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| 49 | InputUpdateFromConstantx(femmodel->elements,femmodel->nodes,femmodel->vertices,femmodel->loads,femmodel->materials,femmodel->parameters,converged,ConvergedEnum);
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| 50 | InputUpdateFromSolutionx(femmodel->elements,femmodel->nodes,femmodel->vertices,femmodel->loads,femmodel->materials,femmodel->parameters,ug);
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| 51 |
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| 52 | for(;;){
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| 53 |
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[11679] | 54 | xdelete(&old_ug);old_ug=ug;
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| 55 | xdelete(&old_uf);old_uf=uf;
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[11322] | 56 |
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[11324] | 57 | /*Solver forward model*/
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[14167] | 58 | if(count==1){
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| 59 | femmodel->SystemMatricesx(&Kff, &Kfs, &pf, &df, NULL);
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| 60 | CreateNodalConstraintsx(&ys,femmodel->nodes,configuration_type);
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| 61 | Reduceloadx(pf,Kfs,ys);xdelete(&Kfs);
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| 62 | Solverx(&uf,Kff,pf,old_uf,df,femmodel->parameters);xdelete(&df);
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| 63 | Mergesolutionfromftogx(&ug,uf,ys,femmodel->nodes,femmodel->parameters);xdelete(&ys);
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| 64 | InputUpdateFromSolutionx(femmodel->elements,femmodel->nodes,femmodel->vertices,femmodel->loads,femmodel->materials,femmodel->parameters,ug);xdelete(&ug);
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| 65 | xdelete(&old_ug);old_ug=ug;
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| 66 | xdelete(&old_uf);old_uf=uf;
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| 67 | }
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| 68 | uf=old_uf->Duplicate(); old_uf->Copy(uf);
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| 69 |
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| 70 | /*Prepare next iteration using Newton's method*/
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| 71 | femmodel->SystemMatricesx(&Kff, &Kfs, &pf, &df, NULL);xdelete(&df);
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[11322] | 72 | CreateNodalConstraintsx(&ys,femmodel->nodes,configuration_type);
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[14167] | 73 | Reduceloadx(pf,Kfs,ys); xdelete(&Kfs);
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| 74 |
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| 75 | pJf=pf->Duplicate();
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| 76 | Kff->MatMult(uf,pJf);// xdelete(&Kff);
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| 77 | pJf->Scale(-1.0); pJf->AXPY(pf,+1.0); //xdelete(&pf);
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| 78 |
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| 79 | femmodel->CreateJacobianMatrixx(&Jff,kmax);
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| 80 | Solverx(&duf,Jff,pJf,NULL,NULL,femmodel->parameters); xdelete(&Jff); xdelete(&pJf);
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| 81 | uf->AXPY(duf, 1.0); xdelete(&duf);
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[11679] | 82 | Mergesolutionfromftogx(&ug,uf,ys,femmodel->nodes,femmodel->parameters);xdelete(&ys);
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[14167] | 83 | InputUpdateFromSolutionx(femmodel->elements,femmodel->nodes,femmodel->vertices,femmodel->loads,femmodel->materials,femmodel->parameters,ug);
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[11322] | 84 |
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[11324] | 85 | /*Check convergence*/
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| 86 | convergence(&converged,Kff,pf,uf,old_uf,femmodel->parameters);
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[11679] | 87 | xdelete(&Kff); xdelete(&pf);
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[12271] | 88 | if(converged==true){
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| 89 | bool max_iteration_state=false;
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| 90 | int tempStep=1;
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[12477] | 91 | IssmDouble tempTime=1.0;
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[13325] | 92 | femmodel->results->AddObject(new GenericExternalResult<bool>(femmodel->results->Size()+1, MaxIterationConvergenceFlagEnum, max_iteration_state, tempStep, tempTime));
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[12271] | 93 | break;
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| 94 | }
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[11322] | 95 | if(count>=max_nonlinear_iterations){
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[12519] | 96 | _pprintLine_(" maximum number of Newton iterations (" << max_nonlinear_iterations << ") exceeded");
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[12271] | 97 | bool max_iteration_state=true;
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| 98 | int tempStep=1;
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[12477] | 99 | IssmDouble tempTime=1.0;
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[13325] | 100 | femmodel->results->AddObject(new GenericExternalResult<bool>(femmodel->results->Size()+1, MaxIterationConvergenceFlagEnum, max_iteration_state, tempStep, tempTime));
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[11322] | 101 | break;
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| 102 | }
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[11324] | 103 |
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[11332] | 104 | count++;
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[11322] | 105 | }
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| 106 |
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[12515] | 107 | if(VerboseConvergence()) _pprintLine_("\n total number of iterations: " << count-1);
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[11322] | 108 |
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| 109 | /*clean-up*/
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[11679] | 110 | xdelete(&uf);
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| 111 | xdelete(&ug);
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| 112 | xdelete(&old_ug);
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| 113 | xdelete(&old_uf);
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[11322] | 114 | }
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