Class to define a FEM standard internal face. More...

#include <fem_standard_element.hpp>

Inheritance diagram for CFEMStandardInternalFace:

Public Member Functions
	CFEMStandardInternalFace (unsigned short val_VTK_TypeFace, unsigned short val_VTK_TypeSide0, unsigned short val_nPolySide0, unsigned short val_VTK_TypeSide1, unsigned short val_nPolySide1, bool val_constJac, bool val_swapFaceInElementSide0, bool val_swapFaceInElementSide1, CConfig *config, unsigned short val_orderExact=0)
	Alternative constructor.

	CFEMStandardInternalFace (const CFEMStandardInternalFace &other)
	Copy constructor.

CFEMStandardInternalFace &	operator= (const CFEMStandardInternalFace &other)
	Assignment operator.

su2double *	GetDrBasisElemIntegrationSide0 (void)
	Function, which makes available the r-derivatives of the elements basis functions of side 0 in the integration points.

su2double *	GetDrBasisElemIntegrationSide1 (void)
	Function, which makes available the r-derivatives of the elements basis functions of side 1 in the integration points.

su2double *	GetDsBasisElemIntegrationSide0 (void)
	Function, which makes available the s-derivatives of the elements basis functions of side 0 in the integration points.

su2double *	GetDsBasisElemIntegrationSide1 (void)
	Function, which makes available the s-derivatives of the elements basis functions of side 1 in the integration points.

su2double *	GetDtBasisElemIntegrationSide0 (void)
	Function, which makes available the t-derivatives of the elements basis functions of side 0 in the integration points.

su2double *	GetDtBasisElemIntegrationSide1 (void)
	Function, which makes available the t-derivatives of the elements basis functions of side 1 in the integration points.

const su2double *	GetMatDerBasisElemIntegrationSide0 (void) const
	Function, which makes available the matrix with the derivatives of the element basis functions of side 0 in the integration points.

const su2double *	GetMatDerBasisElemIntegrationSide1 (void) const
	Function, which makes available the matrix with the derivatives of the element basis functions of side 1 in the integration points.

const su2double *	GetMatDerBasisElemIntegrationTransposeSide0 (void) const
	Function, which makes available the transpose of the matrix with the derivatives of the element basis functions of side 0 in the integration points.

const su2double *	GetMatDerBasisElemIntegrationTransposeSide1 (void) const
	Function, which makes available the transpose of the matrix with the derivatives of the element basis functions of side 1 in the integration points.

const su2double *	GetBasisFaceIntegrationSide0 (void) const
	Function, which makes available the face basis functions of side 0 in the integration points.

const su2double *	GetBasisFaceIntegrationSide1 (void) const
	Function, which makes available the face basis functions of side 1 in the integration points.

const su2double *	GetBasisFaceIntegrationTransposeSide0 (void) const
	Function, which makes available transpose matrix of the face basis functions of side 0 in the integration points.

const su2double *	GetBasisFaceIntegrationTransposeSide1 (void) const
	Function, which makes available transpose matrix of the face basis functions of side 1 in the integration points.

su2double *	GetDrBasisFaceIntegrationSide0 (void)
	Function, which makes available the r-derivatives of the face basis functions of side 0 in the integration points.

su2double *	GetDrBasisFaceIntegrationSide1 (void)
	Function, which makes available the r-derivatives of the face basis functions of side 1 in the integration points.

su2double *	GetDsBasisFaceIntegrationSide0 (void)
	Function, which makes available the s-derivatives of the face basis functions of side 0 in the integration points.

su2double *	GetDsBasisFaceIntegrationSide1 (void)
	Function, which makes available the s-derivatives of the face basis functions of side 1 in the integration points.

unsigned short	GetNDOFsElemSide0 (void) const
	Function, which makes available the number of DOFs of the element on side 0 of the face.

unsigned short	GetNDOFsElemSide1 (void) const
	Function, which makes available the number of DOFs of the element on side 1 of the face.

unsigned short	GetNDOFsFaceSide0 (void) const
	Function, which makes available the number of DOFs on side 0 of the face.

unsigned short	GetNDOFsFaceSide1 (void) const
	Function, which makes available the number of DOFs on side 1 of the face.

su2double	GetPenaltyConstant (void) const
	Function, which makes available the penalty constant for this standard face.

bool	SameStandardMatchingFace (unsigned short val_VTK_TypeFace, bool val_constJac, unsigned short val_VTK_TypeSide0, unsigned short val_nPolySide0, unsigned short val_VTK_TypeSide1, unsigned short val_nPolySide1, bool val_swapFaceInElementSide0, bool val_swapFaceInElementSide1)
	Function, which checks if the function arguments correspond to this standard face.

passivedouble	WorkEstimateMetis (CConfig *config)
	Function, which estimates the amount of work for an element of this type. This information is used to determine a well balanced partition.

Public Member Functions inherited from CFEMStandardElementBase
	CFEMStandardElementBase ()=default
	Constructor. Nothing to be done.

virtual	~CFEMStandardElementBase ()=default
	Destructor. Nothing to be done, because the vectors are deleted automatically.

unsigned short	GetVTK_Type (void) const
	Function, which makes available the type of the element.

const su2double *	GetWeightsIntegration (void) const
	Function, which makes available the weights in the integration points.

unsigned short	GetNIntegration (void) const
	Function, which makes available the number of integration points for this standard element.

unsigned short	GetOrderExact (void) const
	Function, which makes available the polynomial order that must be integrated exactly.

void	GradVandermonde1D (unsigned short nDOFs, const vector< su2double > &r, vector< su2double > &VDr)
	Function, which computes the gradient of the Vandermonde matrix for a standard 1D edge.

void	Vandermonde1D (unsigned short nDOFs, const vector< su2double > &r, vector< su2double > &V)
	Function, which computes the Vandermonde matrix for a standard 1D edge.

Additional Inherited Members
Static Public Member Functions inherited from CFEMStandardElementBase
static unsigned short	GetNDOFsStatic (unsigned short VTK_Type, unsigned short nPoly, unsigned long typeErrorMessage=0)
	Static function, which makes available the number of DOFs for an element corresponding to the arguments.

static void	InverseMatrix (unsigned short n, vector< su2double > &A)
	Static function, which computes the inverse of the given square matrix.

Protected Member Functions inherited from CFEMStandardElementBase
	CFEMStandardElementBase (unsigned short val_VTK_Type, unsigned short val_nPoly, bool val_constJac, CConfig *config, unsigned short val_orderExact)
	Alternative constructor.

void	CheckSumDerivativesLagrangianBasisFunctions (const unsigned short nPoints, const unsigned short nDOFs, const vector< su2double > &dLagBasisPoints)
	Function, which checks if the sum of the given derivatives of the Lagrangian interpolation functions is 0 in the points.

void	CheckSumLagrangianBasisFunctions (const unsigned short nPoints, const unsigned short nDOFs, vector< su2double > &lagBasisPoints)
	Function, which checks if the sum of the given Lagrangian interpolation functions is 1 in the points.

void	Copy (const CFEMStandardElementBase &other)
	Function, which copies the data of the given object into the current object.

void	DerivativesBasisFunctionsAdjacentElement (unsigned short VTK_TypeElem, unsigned short nPolyElem, const bool swapFaceInElement, unsigned short &nDOFsElem, vector< su2double > &drLagBasisIntegration, vector< su2double > &dsLagBasisIntegration, vector< su2double > &dtLagBasisIntegration)
	Function, which computes the values of the derivatives of the basis functions of the adjacent elements in the integration points of the face.

void	GradVandermonde2D_Triangle (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, vector< su2double > &VDr, vector< su2double > &VDs)
	Function, which computes the gradients of the Vandermonde matrix for a standard triangle.

void	GradVandermonde2D_Quadrilateral (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, vector< su2double > &VDr, vector< su2double > &VDs)
	Function, which computes the gradients of the Vandermonde matrix for a standard quadrilateral.

void	GradVandermonde3D_Tetrahedron (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, const vector< su2double > &t, vector< su2double > &VDr, vector< su2double > &VDs, vector< su2double > &VDt)
	Function, which computes the gradients of the Vandermonde matrix for a standard tetrahedron.

void	GradVandermonde3D_Pyramid (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, const vector< su2double > &t, vector< su2double > &VDr, vector< su2double > &VDs, vector< su2double > &VDt)
	Function, which computes the gradients of the Vandermonde matrix for a standard pyramid.

void	GradVandermonde3D_Prism (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, const vector< su2double > &t, vector< su2double > &VDr, vector< su2double > &VDs, vector< su2double > &VDt)
	Function, which computes the gradients of the Vandermonde matrix for a standard prism.

void	GradVandermonde3D_Hexahedron (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, const vector< su2double > &t, vector< su2double > &VDr, vector< su2double > &VDs, vector< su2double > &VDt)
	Function, which computes the gradients of the Vandermonde matrix for a standard hexahedron.

void	LagrangianBasisFunctionAndDerivativesLine (const unsigned short nPoly, const vector< su2double > &rPoints, unsigned short &nDOFs, vector< su2double > &rDOFs, vector< su2double > &matVandermondeInv, vector< su2double > &lagBasisPoints, vector< su2double > &drLagBasisPoints)
	Function, which determines the values of the Lagrangian interpolation functions and its derivatives in the given set of points for a line.

void	LagrangianBasisFunctionAndDerivativesTriangle (const unsigned short nPoly, const vector< su2double > &rPoints, const vector< su2double > &sPoints, unsigned short &nDOFs, vector< su2double > &rDOFs, vector< su2double > &sDOFs, vector< su2double > &matVandermondeInv, vector< su2double > &lagBasisPoints, vector< su2double > &drLagBasisPoints, vector< su2double > &dsLagBasisPoints)
	Function, which determines the values of the Lagrangian interpolation functions and its derivatives in the given set of points for a triangle.

void	LagrangianBasisFunctionAndDerivativesQuadrilateral (const unsigned short nPoly, const vector< su2double > &rPoints, const vector< su2double > &sPoints, unsigned short &nDOFs, vector< su2double > &rDOFs, vector< su2double > &sDOFs, vector< su2double > &matVandermondeInv, vector< su2double > &lagBasisPoints, vector< su2double > &drLagBasisPoints, vector< su2double > &dsLagBasisPoints)
	Function, which determines the values of the Lagrangian interpolation functions and its derivatives in the given set of points for a quadrilateral.

void	LagrangianBasisFunctionAndDerivativesTetrahedron (const unsigned short nPoly, const vector< su2double > &rPoints, const vector< su2double > &sPoints, const vector< su2double > &tPoints, unsigned short &nDOFs, vector< su2double > &rDOFs, vector< su2double > &sDOFs, vector< su2double > &tDOFs, vector< su2double > &matVandermondeInv, vector< su2double > &lagBasisPoints, vector< su2double > &drLagBasisPoints, vector< su2double > &dsLagBasisPoints, vector< su2double > &dtLagBasisPoints)
	Function, which determines the values of the Lagrangian interpolation functions and its derivatives in the given set of points for a tetrahedron.

void	LagrangianBasisFunctionAndDerivativesPyramid (const unsigned short nPoly, const vector< su2double > &rPoints, const vector< su2double > &sPoints, const vector< su2double > &tPoints, unsigned short &nDOFs, vector< su2double > &rDOFs, vector< su2double > &sDOFs, vector< su2double > &tDOFs, vector< su2double > &matVandermondeInv, vector< su2double > &lagBasisPoints, vector< su2double > &drLagBasisPoints, vector< su2double > &dsLagBasisPoints, vector< su2double > &dtLagBasisPoints)
	Function, which determines the values of the Lagrangian interpolation functions and its derivatives in the given set of points for a pyramid.

void	LagrangianBasisFunctionAndDerivativesPrism (const unsigned short nPoly, const vector< su2double > &rPoints, const vector< su2double > &sPoints, const vector< su2double > &tPoints, unsigned short &nDOFs, vector< su2double > &rDOFs, vector< su2double > &sDOFs, vector< su2double > &tDOFs, vector< su2double > &matVandermondeInv, vector< su2double > &lagBasisPoints, vector< su2double > &drLagBasisPoints, vector< su2double > &dsLagBasisPoints, vector< su2double > &dtLagBasisPoints)
	Function, which determines the values of the Lagrangian interpolation functions and its derivatives in the given set of points for a prism.

void	LagrangianBasisFunctionAndDerivativesHexahedron (const unsigned short nPoly, const vector< su2double > &rPoints, const vector< su2double > &sPoints, const vector< su2double > &tPoints, unsigned short &nDOFs, vector< su2double > &rDOFs, vector< su2double > &sDOFs, vector< su2double > &tDOFs, vector< su2double > &matVandermondeInv, vector< su2double > &lagBasisPoints, vector< su2double > &drLagBasisPoints, vector< su2double > &dsLagBasisPoints, vector< su2double > &dtLagBasisPoints)
	Function, which determines the values of the Lagrangian interpolation functions and its derivatives in the given set of points for a hexahedron.

void	MatMulRowMajor (const unsigned short nDOFs, const unsigned short nPoints, const vector< su2double > &A, const vector< su2double > &B, vector< su2double > &C)
	Function, which carries out a matrix matrix multiplication to obtain data in points and stores the result row major order.

void	SubConnForPlottingLine (const unsigned short nPoly, vector< unsigned short > &subConn)
	Function, which computes the local connectivity of linear subelements of a line, which can be used for plotting.

void	SubConnForPlottingQuadrilateral (const unsigned short nPoly, vector< unsigned short > &subConn)
	Function, which computes the local connectivity of linear subelements of a quadrilateral, which can be used for plotting.

void	SubConnForPlottingTriangle (const unsigned short nPoly, vector< unsigned short > &subConn)
	Function, which computes the local connectivity of linear subelements of a triangle, which can be used for plotting.

void	Vandermonde2D_Triangle (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, vector< su2double > &V)
	Function, which computes the Vandermonde matrix for a standard triangle.

void	Vandermonde2D_Quadrilateral (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, vector< su2double > &V)
	Function, which computes the Vandermonde matrix for a standard quadrilateral.

void	Vandermonde3D_Tetrahedron (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, const vector< su2double > &t, vector< su2double > &V)
	Function, which computes the Vandermonde matrix for a standard tetrahedron.

void	Vandermonde3D_Pyramid (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, const vector< su2double > &t, vector< su2double > &V)
	Function, which computes the Vandermonde matrix for a standard pyramid.

void	Vandermonde3D_Prism (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, const vector< su2double > &t, vector< su2double > &V)
	Function, which computes the Vandermonde matrix for a standard prism.

void	Vandermonde3D_Hexahedron (unsigned short nPoly, unsigned short nDOFs, const vector< su2double > &r, const vector< su2double > &s, const vector< su2double > &t, vector< su2double > &V)
	Function, which computes the Vandermonde matrix for a standard hexahedron.

su2double	ViscousPenaltyParameter (const unsigned short VTK_TypeElem, const unsigned short nPolyElem) const
	Function, which computes the constant in the penalty terms for a a viscous discretization.

Protected Attributes inherited from CFEMStandardElementBase
unsigned short	VTK_Type
	Element type using the VTK convention.

unsigned short	orderExact
	Polynomial order that must be integrated exactly by the integration rule.

unsigned short	nIntegration
	Number of points used in the numerical integration.

bool	constJacobian
	Whether or not the element has a constant Jacobian.

vector< su2double >	rIntegration
	r-location of the integration points for this standard element.

vector< su2double >	sIntegration
	s-location of the integration points for this standard element, if needed.

vector< su2double >	tIntegration
	t-location of the integration points for this standard element, if needed.

vector< su2double >	wIntegration
	The weights of the integration points for this standard element.

Detailed Description

Class to define a FEM standard internal face.

Author: E. van der Weide

Version: 8.5.0 "Harrier"

Constructor & Destructor Documentation

◆ CFEMStandardInternalFace() [1/2]

CFEMStandardInternalFace::CFEMStandardInternalFace	(	unsigned short	val_VTK_TypeFace,
		unsigned short	val_VTK_TypeSide0,
		unsigned short	val_nPolySide0,
		unsigned short	val_VTK_TypeSide1,
		unsigned short	val_nPolySide1,
		bool	val_constJac,
		bool	val_swapFaceInElementSide0,
		bool	val_swapFaceInElementSide1,
		CConfig *	config,
		unsigned short	val_orderExact = `0`
	)

Alternative constructor.

Parameters

[in]	val_VTK_TypeFace	- The type of the face using the VTK convention.
[in]	val_VTK_TypeSide0	- Type of the element adjacent to side 0 of the face using the VTK convention.
[in]	val_nPolySide0	- Polynomial degree of the element adjacent to side 0 of the face.
[in]	val_VTK_TypeSide1	- Type of the element adjacent to side 1 of the face using the VTK convention.
[in]	val_nPolySide1	- Polynomial degree of the element adjacent to side 1 of the face.
[in]	val_constJac	- Whether or not the Jacobians are constant.
[in]	val_swapFaceInElementSide0	- Whether or not the connectivity of the face must be swapped compared to the face of the corresponding standard element on side 0 of the face.
[in]	val_swapFaceInElementSide1	- Whether or not the connectivity of the face must be swapped compared to the face of the corresponding standard element on side 1 of the face.
[in]	config	- Object, which contains the input parameters.
[in]	val_orderExact	- Default argument. If specified, it contains the order of the polynomials that must be integrated exactly by the integration rule.

◆ CFEMStandardInternalFace() [2/2]

CFEMStandardInternalFace::CFEMStandardInternalFace ( const CFEMStandardInternalFace & other )

inline

Copy constructor.

Parameters

[in] other - Object, whose data must be copied.

Member Function Documentation

◆ GetBasisFaceIntegrationSide0()

const su2double * CFEMStandardInternalFace::GetBasisFaceIntegrationSide0 ( void ) const

inline

Function, which makes available the face basis functions of side 0 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetBasisFaceIntegrationSide1()

const su2double * CFEMStandardInternalFace::GetBasisFaceIntegrationSide1 ( void ) const

inline

Function, which makes available the face basis functions of side 1 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetBasisFaceIntegrationTransposeSide0()

const su2double * CFEMStandardInternalFace::GetBasisFaceIntegrationTransposeSide0 ( void ) const

inline

Function, which makes available transpose matrix of the face basis functions of side 0 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetBasisFaceIntegrationTransposeSide1()

const su2double * CFEMStandardInternalFace::GetBasisFaceIntegrationTransposeSide1 ( void ) const

inline

Function, which makes available transpose matrix of the face basis functions of side 1 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDrBasisElemIntegrationSide0()

su2double * CFEMStandardInternalFace::GetDrBasisElemIntegrationSide0 ( void )

inline

Function, which makes available the r-derivatives of the elements basis functions of side 0 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDrBasisElemIntegrationSide1()

su2double * CFEMStandardInternalFace::GetDrBasisElemIntegrationSide1 ( void )

inline

Function, which makes available the r-derivatives of the elements basis functions of side 1 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDrBasisFaceIntegrationSide0()

su2double * CFEMStandardInternalFace::GetDrBasisFaceIntegrationSide0 ( void )

inline

Function, which makes available the r-derivatives of the face basis functions of side 0 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDrBasisFaceIntegrationSide1()

su2double * CFEMStandardInternalFace::GetDrBasisFaceIntegrationSide1 ( void )

inline

Function, which makes available the r-derivatives of the face basis functions of side 1 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDsBasisElemIntegrationSide0()

su2double * CFEMStandardInternalFace::GetDsBasisElemIntegrationSide0 ( void )

inline

Function, which makes available the s-derivatives of the elements basis functions of side 0 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDsBasisElemIntegrationSide1()

su2double * CFEMStandardInternalFace::GetDsBasisElemIntegrationSide1 ( void )

inline

Function, which makes available the s-derivatives of the elements basis functions of side 1 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDsBasisFaceIntegrationSide0()

su2double * CFEMStandardInternalFace::GetDsBasisFaceIntegrationSide0 ( void )

inline

Function, which makes available the s-derivatives of the face basis functions of side 0 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDsBasisFaceIntegrationSide1()

su2double * CFEMStandardInternalFace::GetDsBasisFaceIntegrationSide1 ( void )

inline

Function, which makes available the s-derivatives of the face basis functions of side 1 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDtBasisElemIntegrationSide0()

su2double * CFEMStandardInternalFace::GetDtBasisElemIntegrationSide0 ( void )

inline

Function, which makes available the t-derivatives of the elements basis functions of side 0 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetDtBasisElemIntegrationSide1()

su2double * CFEMStandardInternalFace::GetDtBasisElemIntegrationSide1 ( void )

inline

Function, which makes available the t-derivatives of the elements basis functions of side 1 in the integration points.

Returns: The pointer to data, which stores this information.

◆ GetMatDerBasisElemIntegrationSide0()

const su2double * CFEMStandardInternalFace::GetMatDerBasisElemIntegrationSide0 ( void ) const

inline

Function, which makes available the matrix with the derivatives of the element basis functions of side 0 in the integration points.

Returns: The const pointer to data, which stores this information.

◆ GetMatDerBasisElemIntegrationSide1()

const su2double * CFEMStandardInternalFace::GetMatDerBasisElemIntegrationSide1 ( void ) const

inline

Function, which makes available the matrix with the derivatives of the element basis functions of side 1 in the integration points.

Returns: The const pointer to data, which stores this information.

◆ GetMatDerBasisElemIntegrationTransposeSide0()

const su2double * CFEMStandardInternalFace::GetMatDerBasisElemIntegrationTransposeSide0 ( void ) const

inline

Function, which makes available the transpose of the matrix with the derivatives of the element basis functions of side 0 in the integration points.

Returns: The const pointer to data, which stores this information.

◆ GetMatDerBasisElemIntegrationTransposeSide1()

const su2double * CFEMStandardInternalFace::GetMatDerBasisElemIntegrationTransposeSide1 ( void ) const

inline

Function, which makes available the transpose of the matrix with the derivatives of the element basis functions of side 1 in the integration points.

Returns: The const pointer to data, which stores this information.

◆ GetNDOFsElemSide0()

unsigned short CFEMStandardInternalFace::GetNDOFsElemSide0 ( void ) const

inline

Function, which makes available the number of DOFs of the element on side 0 of the face.

Returns: The number of DOFs of the element on side 0.

◆ GetNDOFsElemSide1()

unsigned short CFEMStandardInternalFace::GetNDOFsElemSide1 ( void ) const

inline

Function, which makes available the number of DOFs of the element on side 1 of the face.

Returns: The number of DOFs on side 1.

◆ GetNDOFsFaceSide0()

unsigned short CFEMStandardInternalFace::GetNDOFsFaceSide0 ( void ) const

inline

Function, which makes available the number of DOFs on side 0 of the face.

Returns: The number of DOFs on side 0.

◆ GetNDOFsFaceSide1()

unsigned short CFEMStandardInternalFace::GetNDOFsFaceSide1 ( void ) const

inline

Function, which makes available the number of DOFs on side 1 of the face.

Returns: The number of DOFs on side 1.

◆ GetPenaltyConstant()

su2double CFEMStandardInternalFace::GetPenaltyConstant ( void ) const

inline

Function, which makes available the penalty constant for this standard face.

Returns: The penalty constant.

◆ operator=()

CFEMStandardInternalFace & CFEMStandardInternalFace::operator= ( const CFEMStandardInternalFace & other )

inline

Assignment operator.

Parameters

[in] other - Object, to which this object must be assigned.

Returns: The current object, after the member variables were assigned the correct value.

◆ SameStandardMatchingFace()

bool CFEMStandardInternalFace::SameStandardMatchingFace	(	unsigned short	val_VTK_TypeFace,
		bool	val_constJac,
		unsigned short	val_VTK_TypeSide0,
		unsigned short	val_nPolySide0,
		unsigned short	val_VTK_TypeSide1,
		unsigned short	val_nPolySide1,
		bool	val_swapFaceInElementSide0,
		bool	val_swapFaceInElementSide1
	)

Function, which checks if the function arguments correspond to this standard face.

Parameters

[in]	val_VTK_TypeFace	- The type of the face using the VTK convention.
[in]	val_constJac	- Whether or not the Jacobians are constant.
[in]	val_VTK_TypeSide0	- Type of the element adjacent to side 0 of the face using the VTK convention.
[in]	val_nPolySide0	- Polynomial degree of the element adjacent to side 0 of the face.
[in]	val_VTK_TypeSide1	- Type of the element adjacent to side 1 of the face using the VTK convention.
[in]	val_nPolySide1	- Polynomial degree of the element adjacent to side 1 of the face.
[in]	val_swapFaceInElementSide0	- Whether or not the connectivity of the face must be swapped w.r.t. the connectivity of face of the element on side 0.
[in]	val_swapFaceInElementSide1	- Whether or not the connectivity of the face must be swapped w.r.t. the connectivity of face of the element on side 1.

◆ WorkEstimateMetis()

passivedouble CFEMStandardInternalFace::WorkEstimateMetis ( CConfig * config )

Function, which estimates the amount of work for an element of this type. This information is used to determine a well balanced partition.

Parameters

[in] config - Object, which contains the input parameters.

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

Common/include/fem/fem_standard_element.hpp
Common/src/fem/fem_standard_element.cpp
Common/src/fem/fem_work_estimate_metis.cpp

Public Member Functions

Additional Inherited Members

Detailed Description

Constructor & Destructor Documentation

◆ CFEMStandardInternalFace() [1/2]

◆ CFEMStandardInternalFace() [2/2]

Member Function Documentation

◆ GetBasisFaceIntegrationSide0()

◆ GetBasisFaceIntegrationSide1()

◆ GetBasisFaceIntegrationTransposeSide0()

◆ GetBasisFaceIntegrationTransposeSide1()

◆ GetDrBasisElemIntegrationSide0()

◆ GetDrBasisElemIntegrationSide1()

◆ GetDrBasisFaceIntegrationSide0()

◆ GetDrBasisFaceIntegrationSide1()

◆ GetDsBasisElemIntegrationSide0()

◆ GetDsBasisElemIntegrationSide1()

◆ GetDsBasisFaceIntegrationSide0()

◆ GetDsBasisFaceIntegrationSide1()

◆ GetDtBasisElemIntegrationSide0()

◆ GetDtBasisElemIntegrationSide1()

◆ GetMatDerBasisElemIntegrationSide0()

◆ GetMatDerBasisElemIntegrationSide1()

◆ GetMatDerBasisElemIntegrationTransposeSide0()

◆ GetMatDerBasisElemIntegrationTransposeSide1()

◆ GetNDOFsElemSide0()

◆ GetNDOFsElemSide1()

◆ GetNDOFsFaceSide0()

◆ GetNDOFsFaceSide1()

◆ GetPenaltyConstant()

◆ operator=()

◆ SameStandardMatchingFace()

◆ WorkEstimateMetis()