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mfem/examples/maxwell-solver/SourceTransfer.hpp
T

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2.9 KiB
C++

#pragma once
#include "mfem.hpp"
#include <fstream>
#include <iostream>
#include "complex_additive_schwarz.hpp"
using namespace std;
using namespace mfem;
class STPmlPatchAssembly
{
FiniteElementSpace *fespace=nullptr;
SesquilinearForm *bf=nullptr;
double omega = 0.5;
int nrlayers = 4;
public:
int nrpatch, nx, ny, nz;
MeshPartition * p;
Array<FiniteElementSpace *> patch_fespaces;
Array<FiniteElementSpace *> patch_fespaces_ext;
Array<Mesh *> patch_meshes_ext;
std::vector<Array<int>> patch_dof_map;
std::vector<Array<int>> complex_patch_dof_map;
std::vector<Array<int>> dof2extdof_map;
Array<SparseMatrix *> patch_mat;
Array<SparseMatrix *> patch_mat_ext;
Array<KLUSolver * > patch_mat_inv_ext;
Array<KLUSolver * > patch_mat_inv;
std::vector<Array<int>> ess_tdof_list;
std::vector<Array<int>> ess_tdof_list_ext;
// constructor
STPmlPatchAssembly(SesquilinearForm * bf_, Array<int> & ess_tdofs, double omega_, int nrlayers_, int part);
~STPmlPatchAssembly();
};
class SourceTransferPrecond : public Solver//
{
private:
int nrpatch;
int maxit = 1;
SesquilinearForm *bf=nullptr;
int type = 0;
double theta = 0.5;
double omega = 0.5;
int nrlayers;
int part;
STPmlPatchAssembly * p;
const Operator * A;
Vector B;
void PlotSolution(Vector & sol, socketstream & sol_sock, int ip) const;
void GetCutOffSolution(Vector & sol, int ip) const;
public:
SourceTransferPrecond(SesquilinearForm * bf_, Array<int> & ess_tdofs, double omega_, int nrlayers_, int i = 0);
void SetNumSmoothSteps(const int iter) { maxit = iter;}
void SetLoadVector(Vector load) { B = load;}
void SetSmoothType(int itype) { type = itype;}
void SetDumpingParam(const double & dump_param) {theta = dump_param;}
void SetOmega(const double & omega_) {omega = omega_;}
virtual void SetOperator(const Operator &op) {A = &op;}
virtual void Mult(const Vector &r, Vector &z) const;
virtual ~SourceTransferPrecond();
};
// Function coefficient that takes the boundingbox of the mesh as an input
class CutOffFunctionCoefficient : public Coefficient
{
private:
double (*Function)(const Vector &, const Vector &, const Vector &, const Array2D<double> &);
Vector pmin, pmax;
Array2D<double> h; // specify the with of the cutoff function (h in each direction)
public:
CutOffFunctionCoefficient(double (*F)(const Vector &, const Vector &, const Vector &, const Array2D<double> &),
const Vector & pmin_, const Vector & pmax_, Array2D<double> & h_)
: Function(F), pmin(pmin_), pmax(pmax_), h(h_)
{}
virtual double Eval(ElementTransformation &T, const IntegrationPoint &ip)
{
double x[3];
Vector transip(x, 3);
T.Transform(ip, transip);
return ((*Function)(transip, pmin, pmax, h));
}
};
double CutOffFn(const Vector &x, const Vector &pmax, const Vector &pmin, const Array2D<double> & h_);