solver< DIM_PROBLEM > Class Template Reference

template class for the different solvers template parameter DIM_PROBLEM: dimensionnality of the problem to solve More...

#include <solver.h>

Public Member Functions
	solver (Mesh::mesh &_msh, std::vector< Tetra::prm > &_pTetra, std::vector< Facette::prm > &_pFac, const std::string name, const double _tol, const bool v, const int max_iter)
virtual void	checkBoundaryConditions (void) const =0

Protected Member Functions
template<int N>
void	buildMat (std::vector< int > &ind, Eigen::Matrix< double, DIM_PROBLEM *N, DIM_PROBLEM *N > &Ke, algebra::w_sparseMat &K)
template<int N>
void	buildVect (std::vector< int > &ind, std::vector< double > &Le, std::vector< double > &L)

Protected Attributes
Mesh::mesh *	msh
const int	NOD
const std::vector< Tetra::prm > &	paramTet
const std::vector< Facette::prm > &	paramFac
const bool	verbose
algebra::iteration< double >	iter

Static Protected Attributes
static const int	DIM_PB = DIM_PROBLEM

Detailed Description

template<int DIM_PROBLEM>
class solver< DIM_PROBLEM >

template class for the different solvers template parameter DIM_PROBLEM: dimensionnality of the problem to solve

Constructor & Destructor Documentation

solver()

template<int DIM_PROBLEM>

solver< DIM_PROBLEM >::solver ( Mesh::mesh &  _msh, std::vector< Tetra::prm > &  _pTetra, std::vector< Facette::prm > &  _pFac, const std::string  name, const double  _tol, const bool  v, const int  max_iter  )

inlineexplicit

constructor

Parameters

[in]	_msh	mesh
[in]	_pTetra	ref to vector of param tet (volume region parameters)
[in]	_pFac	ref to vector of param fac (surface region parameters)
[in]	name	name of the solver method
[in]	_tol	solver tolerance
[in]	v	verbose mode for iteration monitor
[in]	max_iter	maximum number of iterations

Member Function Documentation

buildMat()

template<int DIM_PROBLEM>

template<int N>

void solver< DIM_PROBLEM >::buildMat ( std::vector< int > &  ind, Eigen::Matrix< double, DIM_PROBLEM *N, DIM_PROBLEM *N > &  Ke, algebra::w_sparseMat &  K  )

inlineprotected

function template. parameter N is the number of indices of the element to build matrix from: ind.size() = N

buildVect()

template<int DIM_PROBLEM>

template<int N>

void solver< DIM_PROBLEM >::buildVect ( std::vector< int > &  ind, std::vector< double > &  Le, std::vector< double > &  L  )

inlineprotected

function template. parameter N is the number of indices of the element to build vector from

checkBoundaryConditions()

template<int DIM_PROBLEM>

virtual void solver< DIM_PROBLEM >::checkBoundaryConditions ( void  ) const

pure virtual

check boundary conditions, exit if there is a mistake in the boundary conditions

Implemented in spinAcc, LinAlgebra, and electrostatSolver.

Member Data Documentation

DIM_PB

template<int DIM_PROBLEM>

const int solver< DIM_PROBLEM >::DIM_PB = DIM_PROBLEM

staticprotected

dimensionnality of the problem

iter

template<int DIM_PROBLEM>

algebra::iteration<double> solver< DIM_PROBLEM >::iter

protected

monitor the solver called in method solve()

msh

template<int DIM_PROBLEM>

Mesh::mesh* solver< DIM_PROBLEM >::msh

protected

mesh pointer to access nodes, fac, tet, and others geometrical values and methods

NOD

template<int DIM_PROBLEM>

const int solver< DIM_PROBLEM >::NOD

protected

number of nodes in the mesh

paramFac

template<int DIM_PROBLEM>

const std::vector<Facette::prm>& solver< DIM_PROBLEM >::paramFac

protected

this vector contains the material parameters for all surface regions for all the triangular facettes

paramTet

template<int DIM_PROBLEM>

const std::vector<Tetra::prm>& solver< DIM_PROBLEM >::paramTet

protected

this vector contains the material parameters for all volume regions for all the tetrahedrons

verbose

template<int DIM_PROBLEM>

const bool solver< DIM_PROBLEM >::verbose

protected

if verbose set to true, some printing are sent to terminal

---

The documentation for this class was generated from the following file:

• solver.h