KrylovSolver Class Reference

#include <KrylovSolver.hpp>

Collaboration diagram for KrylovSolver:

List of all members.

Public Member Functions

KrylovSolver (const BaseMatrix &A, const BaseVector &b, const DegreeOfFreedomSet &degreeOfFreedomSet)

void solve (const Problem &problem, ReferenceCounting< Vector< real_t > > u)

Private Attributes

const BaseMatrix & __A

const BaseVector & __b

const DegreeOfFreedomSet & __degreeOfFreedomSet

KrylovSolverOptions::Type __type

KrylovSolverOptions::PreconditionerType __pType

GetParameter< KrylovSolverOptions > __options

Detailed Description

Definition at line 46 of file KrylovSolver.hpp.

Constructor & Destructor Documentation

KrylovSolver::KrylovSolver	(	const BaseMatrix &	A,
		const BaseVector &	b,
		const DegreeOfFreedomSet &	degreeOfFreedomSet
	)			`[inline]`

Constructor

Parameters:

	A	given matric
	b	given second member
	degreeOfFreedomSet	degree of freedom set

Definition at line 72 of file KrylovSolver.hpp.

References __options, __pType, __type, KrylovSolverOptions::precond(), KrylovSolverOptions::type(), and GetParameter< T >::value().

00075     : __A(A),
00076       __b(b),
00077       __degreeOfFreedomSet(degreeOfFreedomSet)
00078   {
00079     __type = __options.value().type();
00080     __pType = __options.value().precond();
00081   }

Here is the call graph for this function:

Member Function Documentation

void KrylovSolver::solve	(	const Problem &	problem,
		ReferenceCounting< Vector< real_t > >	u
	)

Solves the problem

Parameters:

	problem	given problem
	u	unknowns vector

Definition at line 153 of file KrylovSolver.cpp.

References __A, __b, __degreeOfFreedomSet, __pType, __type, ffout(), KrylovSolverDim(), Timer::start(), and Timer::stop().

Referenced by SpectralMethod::Compute(), FiniteElementMethod::Compute(), and FictitiousDomainMethod::Compute().

00155 {
00156   // initializing the timer.
00157   Timer t;
00158   t.start();
00159   
00160   ffout(2) << "Krylov solver\n";
00161   ffout(2) << "- number of unknowns: " << u->size() << '\n';
00162   
00163   KrylovSolverDim(u, __A, __b, problem, __type, __pType,
00164                   __degreeOfFreedomSet);
00165   // measure the time
00166   t.stop();
00167   ffout(2) << "Krylov solver: done";
00168   ffout(3) << " [cost: "  << t << ']';
00169   ffout(2) << '\n';
00170 }

Here is the call graph for this function:

Member Data Documentation

const BaseMatrix& KrylovSolver::__A [private]

the matrix

Definition at line 49 of file KrylovSolver.hpp.

Referenced by solve().

const BaseVector& KrylovSolver::__b [private]

the second member

Definition at line 50 of file KrylovSolver.hpp.

Referenced by solve().

const DegreeOfFreedomSet& KrylovSolver::__degreeOfFreedomSet [private]

The degree of freedom set

Definition at line 53 of file KrylovSolver.hpp.

Referenced by solve().

KrylovSolverOptions::Type KrylovSolver::__type [private]

the type of the solver

Definition at line 56 of file KrylovSolver.hpp.

Referenced by KrylovSolver(), and solve().

KrylovSolverOptions::PreconditionerType KrylovSolver::__pType [private]

the preconditioner type

Definition at line 59 of file KrylovSolver.hpp.

Referenced by KrylovSolver(), and solve().

GetParameter<KrylovSolverOptions> KrylovSolver::__options [private]

the solver options

Definition at line 62 of file KrylovSolver.hpp.

Referenced by KrylovSolver().

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


Public Member Functions
	KrylovSolver (const BaseMatrix &A, const BaseVector &b, const DegreeOfFreedomSet &degreeOfFreedomSet)
void	solve (const Problem &problem, ReferenceCounting< Vector< real_t > > u)
Private Attributes
const BaseMatrix &	__A
const BaseVector &	__b
const DegreeOfFreedomSet &	__degreeOfFreedomSet
KrylovSolverOptions::Type	__type
KrylovSolverOptions::PreconditionerType	__pType
GetParameter< KrylovSolverOptions >	__options