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concepts::gfem::GfemLaplace Class Reference

#include <gfemLaplace.h>

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List of all members.

Public Types

typedef RCP< const
ElementFormula< Cmplx > > 		ElementFormulaRCP
typedef concepts::Combtype
< Cmplx, typename
concepts::Realtype< Cmplx >
::type >::type 		value_type

Public Member Functions

virtual GfemLaplace * clone () const
 Virtual constructor.
void computeEM_reference (const GfemQuadFast &elmX, const GfemQuadFast &elmY, concepts::ElementMatrix< Cmplx > &em)
void data (const concepts::RCP< concepts::SharedJacobianAdj< 2 > > d)
 Set the pointer to the shared data.
concepts::RCP
< concepts::SharedJacobianAdj< 2 > > 		data () const
 Gets the pointer to the shared data.
 GfemLaplace (ElementFormulaRCP formula, bool ignoreNonGfem=false)
 GfemLaplace (const GfemLaplace &other)
virtual void operator() (const Element< typename Realtype< Cmplx >::type > &elmX, const Element< typename Realtype< Cmplx >::type > &elmY, ElementMatrix< Cmplx > &em, const ElementPair< typename Realtype< Cmplx >::type > &ep)
 Evaluates the bilinear form for all shape functions on elmX and elmY and stores the result in the matrix em.
virtual void operator() (const Element< typename Realtype< Cmplx >::type > &elmX, const Element< typename Realtype< Cmplx >::type > &elmY, ElementMatrix< Cmplx > &em)=0
 Evaluates the bilinear form for all shape functions on elmX and elmY and stores the result in the matrix em.
void operator() (const GfemQuad &elmX, const GfemQuad &elmY, concepts::ElementMatrix< Cmplx > &em)
virtual void operator() (const concepts::Element< Real > &elmX, const concepts::Element< Real > &elmY, concepts::ElementMatrix< Cmplx > &em)
void operator() (const GfemQuadFast &elmX, const GfemQuadFast &elmY, concepts::ElementMatrix< Cmplx > &em)
virtual ~GfemLaplace ()

Protected Member Functions

void allocHelpers (const GfemQuadFast &elm1)
bool assemble_ (const Quad< Real > *elmX, const Quad< Real > *elmY, concepts::ElementMatrix< value_type > &em)
void computeIntermediate_ (const BaseQuad< Real > &elm, const int i=-1, const int j=-1)
 Compute the intermediate data for element matrix computation.
void fillHelpers (const GfemQuadFast &elm1)
Cmplx & getH1 (int nu1, int jmac1, int imac2, int jmac2, int imic1, int imic2)
Cmplx & getH2 (int ikappa1, int imac2, int jmac2, int imic1, int imic2)
Cmplx & getH4 (int ikappa1, int ikappa2, int imic1, int imic2)
virtual std::ostream & info (std::ostream &os) const
 Returns information in an output stream.

Protected Attributes

concepts::ElementFormulaContainer
< F > 		frm_
 Element formula.
concepts::ElementFormulaContainer
< concepts::Mapping< G, 2 > > 		frmM_
 Matrix element formula.
Cmplx * H1
Cmplx * H2
Cmplx * H4
int i_comp
int i_diff1
int i_diff2
bool ignoreNonGfem
concepts::Array
< concepts::Mapping< G, 2 > > 		intermediateMatrix_
 Intermediate matrix.
concepts::Array< F > intermediateValue_
 Intermediate value.
KarniadakisCoeffs * kcoeffsX_
KarniadakisCoeffs * kcoeffsY_
int nKappa [2]
int nMacro [2]
int nMic
int pMacro [2]

Static Protected Attributes

static const int SELMAC = KarniadakisCoeffs::SELMAC
static const int SELMIC = 1 - KarniadakisCoeffs::SELMAC
static const int SELX = 0
static const int SELY = 1

Private Attributes

ElementFormulaRCP formula

Detailed Description

Definition at line 11 of file gfemLaplace.h.

Member Typedef Documentation

typedef RCP<const ElementFormula<Cmplx> > concepts::gfem::GfemLaplace::ElementFormulaRCP

Definition at line 16 of file gfemLaplace.h.

typedef concepts::Combtype<Cmplx ,typename concepts::Realtype<Cmplx >::type >::type hp2D::LaplaceBase< Cmplx , typename concepts::Realtype<Cmplx >::type >::value_type [inherited]

Definition at line 62 of file bf_laplace.hh.

Constructor & Destructor Documentation

concepts::gfem::GfemLaplace::GfemLaplace ( ElementFormulaRCP  formula,
bool  ignoreNonGfem = false 
) [inline]
Parameters:
ignoreNonGfemdoes not call the inherited operator for hp2D::Elements, and rather ignores those elements completely.

Definition at line 21 of file gfemLaplace.h.

concepts::gfem::GfemLaplace::GfemLaplace ( const GfemLaplace &  other) [inline]

Definition at line 33 of file gfemLaplace.h.

virtual concepts::gfem::GfemLaplace::~GfemLaplace ( ) [inline, virtual]

Definition at line 60 of file gfemLaplace.h.

Member Function Documentation

void concepts::gfem::GfemLaplace::allocHelpers ( const GfemQuadFast &  elm1) [protected]
bool hp2D::LaplaceBase< Cmplx , typename concepts::Realtype<Cmplx >::type >::assemble_ ( const Quad< Real > *  elmX,
const Quad< Real > *  elmY,
concepts::ElementMatrix< value_type > &  em 
) [protected, inherited]
virtual GfemLaplace* concepts::gfem::GfemLaplace::clone ( ) const [inline, virtual]

Virtual constructor.

Returns a pointer to a copy of itself. The caller is responsible to destroy this copy.

Reimplemented from hp2D::Laplace< Cmplx >.

Definition at line 29 of file gfemLaplace.h.

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void concepts::gfem::GfemLaplace::computeEM_reference ( const GfemQuadFast &  elmX,
const GfemQuadFast &  elmY,
concepts::ElementMatrix< Cmplx > &  em 
)
template<class F, class G = typename concepts::Realtype<F>::type>
void hp2D::BilinearFormHelper_1_1< F, G >::computeIntermediate_ ( const BaseQuad< Real > &  elm,
const int  i = -1,
const int  j = -1 
) [protected, inherited]

Compute the intermediate data for element matrix computation.

Parameters:
iif i=0 or 1, then take only i-th column of Jacobian matrix (for test function)
jif j=0 or 1, then take only j-th column of Jacobian matrix (for trial function)

The Jacobian matrices have to been taken both full (i,j = -1) or both partial (i,j = 0 or 1).

Matrix formulas and complex valued scalar formulas are only implemented for full Jacobians.

template<class F, class G = typename concepts::Realtype<F>::type>
concepts::RCP<concepts::SharedJacobianAdj<2> > hp2D::BilinearFormHelper_1_1< F, G >::data ( ) const [inherited]

Gets the pointer to the shared data.

template<class F, class G = typename concepts::Realtype<F>::type>
void hp2D::BilinearFormHelper_1_1< F, G >::data ( const concepts::RCP< concepts::SharedJacobianAdj< 2 > >  d) [inherited]

Set the pointer to the shared data.

void concepts::gfem::GfemLaplace::fillHelpers ( const GfemQuadFast &  elm1) [protected]
Cmplx& concepts::gfem::GfemLaplace::getH1 ( int  nu1,
int  jmac1,
int  imac2,
int  jmac2,
int  imic1,
int  imic2 
) [inline, protected]

Definition at line 90 of file gfemLaplace.h.

Cmplx& concepts::gfem::GfemLaplace::getH2 ( int  ikappa1,
int  imac2,
int  jmac2,
int  imic1,
int  imic2 
) [inline, protected]

Definition at line 80 of file gfemLaplace.h.

Cmplx& concepts::gfem::GfemLaplace::getH4 ( int  ikappa1,
int  ikappa2,
int  imic1,
int  imic2 
) [inline, protected]

Definition at line 72 of file gfemLaplace.h.

virtual std::ostream& concepts::gfem::GfemLaplace::info ( std::ostream &  os) const [protected, virtual]

Returns information in an output stream.

Reimplemented from hp2D::Laplace< Cmplx >.

void concepts::gfem::GfemLaplace::operator() ( const GfemQuad &  elmX,
const GfemQuad &  elmY,
concepts::ElementMatrix< Cmplx > &  em 
)
virtual void concepts::gfem::GfemLaplace::operator() ( const concepts::Element< Real > &  elmX,
const concepts::Element< Real > &  elmY,
concepts::ElementMatrix< Cmplx > &  em 
) [virtual]

Reimplemented from hp2D::Laplace< Cmplx >.

void concepts::gfem::GfemLaplace::operator() ( const GfemQuadFast &  elmX,
const GfemQuadFast &  elmY,
concepts::ElementMatrix< Cmplx > &  em 
)
virtual void concepts::BilinearForm< Cmplx , typename Realtype<Cmplx >::type >::operator() ( const Element< typename Realtype<Cmplx >::type > &  elmX,
const Element< typename Realtype<Cmplx >::type > &  elmY,
ElementMatrix< Cmplx > &  em,
const ElementPair< typename Realtype<Cmplx >::type > &  ep 
) [inline, virtual, inherited]

Evaluates the bilinear form for all shape functions on elmX and elmY and stores the result in the matrix em.

If this method is not reimplemented in a derived class, the default behaviour is to call the application operator without ep.

Postcondition:
The returned matrix em has the correct size.
Parameters:
elmXLeft element
elmYRight element
emReturn element matrix
epElement pair holding more information on the pair elmX and elmY

Definition at line 53 of file bilinearForm.hh.

virtual void concepts::BilinearForm< Cmplx , typename Realtype<Cmplx >::type >::operator() ( const Element< typename Realtype<Cmplx >::type > &  elmX,
const Element< typename Realtype<Cmplx >::type > &  elmY,
ElementMatrix< Cmplx > &  em 
) [pure virtual, inherited]

Evaluates the bilinear form for all shape functions on elmX and elmY and stores the result in the matrix em.

Postcondition:
The returned matrix em has the correct size.
Parameters:
elmXLeft element (test functions)
elmYRight element (trial functions)
emReturn element matrix

Member Data Documentation

ElementFormulaRCP concepts::gfem::GfemLaplace::formula [private]

Definition at line 66 of file gfemLaplace.h.

template<class F, class G = typename concepts::Realtype<F>::type>
concepts::ElementFormulaContainer<F> hp2D::BilinearFormHelper_1_1< F, G >::frm_ [protected, inherited]

Element formula.

Definition at line 216 of file bilinearFormHelper.hh.

template<class F, class G = typename concepts::Realtype<F>::type>
concepts::ElementFormulaContainer<concepts::Mapping<G,2> > hp2D::BilinearFormHelper_1_1< F, G >::frmM_ [protected, inherited]

Matrix element formula.

Definition at line 218 of file bilinearFormHelper.hh.

Cmplx* concepts::gfem::GfemLaplace::H1 [protected]

Definition at line 109 of file gfemLaplace.h.

Cmplx* concepts::gfem::GfemLaplace::H2 [protected]

Definition at line 108 of file gfemLaplace.h.

Cmplx* concepts::gfem::GfemLaplace::H4 [protected]

Definition at line 107 of file gfemLaplace.h.

int concepts::gfem::GfemLaplace::i_comp [protected]

Definition at line 118 of file gfemLaplace.h.

int concepts::gfem::GfemLaplace::i_diff1 [protected]

Definition at line 116 of file gfemLaplace.h.

int concepts::gfem::GfemLaplace::i_diff2 [protected]

Definition at line 117 of file gfemLaplace.h.

bool concepts::gfem::GfemLaplace::ignoreNonGfem [protected]

Definition at line 122 of file gfemLaplace.h.

template<class F, class G = typename concepts::Realtype<F>::type>
concepts::Array<concepts::Mapping<G,2> > hp2D::BilinearFormHelper_1_1< F, G >::intermediateMatrix_ [protected, inherited]

Intermediate matrix.

In case of a scalar formula:

\[\mbox{adj}(J) \mbox{adj}(J)^\top\]

In case of a matrix formula $M$:

\[\mbox{adj}(J) M \mbox{adj}(J)^\top\]

In case of partial Jacobian:

\[\mbox{adj}(J)_{\cdot,j} (\mbox{adj}(J)_{\cdot,i})^\top\]

Definition at line 214 of file bilinearFormHelper.hh.

template<class F, class G = typename concepts::Realtype<F>::type>
concepts::Array<F> hp2D::BilinearFormHelper_1_1< F, G >::intermediateValue_ [protected, inherited]

Intermediate value.

In case of a scalar formula:

\[\frac{f(F_K(\xi))}{\det J}\]

In case of a matrix formula:

\[\frac{1}{\det J}\]

Definition at line 202 of file bilinearFormHelper.hh.

KarniadakisCoeffs* concepts::gfem::GfemLaplace::kcoeffsX_ [protected]

Definition at line 120 of file gfemLaplace.h.

KarniadakisCoeffs* concepts::gfem::GfemLaplace::kcoeffsY_ [protected]

Definition at line 121 of file gfemLaplace.h.

int concepts::gfem::GfemLaplace::nKappa[2] [protected]

Definition at line 105 of file gfemLaplace.h.

int concepts::gfem::GfemLaplace::nMacro[2] [protected]

Definition at line 104 of file gfemLaplace.h.

int concepts::gfem::GfemLaplace::nMic [protected]

Definition at line 102 of file gfemLaplace.h.

int concepts::gfem::GfemLaplace::pMacro[2] [protected]

Definition at line 103 of file gfemLaplace.h.

const int concepts::gfem::GfemLaplace::SELMAC = KarniadakisCoeffs::SELMAC [static, protected]

Definition at line 113 of file gfemLaplace.h.

const int concepts::gfem::GfemLaplace::SELMIC = 1 - KarniadakisCoeffs::SELMAC [static, protected]

Definition at line 114 of file gfemLaplace.h.

const int concepts::gfem::GfemLaplace::SELX = 0 [static, protected]

Definition at line 111 of file gfemLaplace.h.

const int concepts::gfem::GfemLaplace::SELY = 1 [static, protected]

Definition at line 112 of file gfemLaplace.h.

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