hp3D Namespace Reference

Classes
class	Advection
class	APrioriRefinement
class	ArrayElementFormula
class	ArrayHexaWeights
class	BilinearFormTwoPartDeriv
class	BuildDofsBase
class	BuildEdgeDofs
class	BuildFaceDofs
class	BuildFaceDofsHypTrunk
class	BuildFaceDofsLinTrunk
class	BuildInnerDofs
class	BuildInnerDofsHypTrunk
class	BuildInnerDofsLinTrunk
class	BuildVertexDofs
class	DaugeWeight
class	DistancePost
class	DivDiv
class	Element
class	ElementFormulaVectorOnTrace
class	FormulaFromWeight
class	Grad
class	Hexahedron
class	HexahedronFaceBase
class	HexahedronFaceFirst
class	HexahedronGraphics
class	HexFunctions
class	Hook
class	Identity
class	Laplace
class	Laplacian
class	LinearElasticity
class	LinearFormHelper_1
class	MaxwellSharedData
class	NeumannTraceElement3d
class	NeumannTraceSpace3d
class	Postprocess14
class	Postprocess3
class	Postprocess34
class	Postprocess4
class	PostprocessRoot
class	PostprocessRoot4
class	PostprocessSquare
class	ProductOfAll
class	RefineOrRaise
class	Riesz
class	RotRot
class	ShapeFunction3D
class	ShortestDist
class	ShortestDistLimited
class	SingularEdge
class	SingularSet
class	SingularVertex
class	Space
class	SpaceTransition
class	SumFactorization
class	TraceSpace
class	TransitionPair
class	TrivialWeight
class	Value
class	ZeroTangentialValue

Enumerations
enum	partDerivType { NO_DERIV = 0 , X_DERIV = 1 , Y_DERIV = 2 , Z_DERIV = 3 }

Functions
template<class F >
void	setupIdentity (vectorial::BilinearForm< F, typename concepts::Realtype< F >::type > &bf)
template<class F >
void	setupIdentity (vectorial::BilinearForm< F, typename concepts::Realtype< F >::type > &bf, const concepts::ElementFormulaContainer< concepts::Mapping< F, 3 > > frm, bool transposed=false)
template<class F >
void	setupAdvection (vectorial::BilinearForm< F, typename concepts::Realtype< F >::type > &bf, const concepts::ElementFormulaContainer< concepts::Point< F, 3 > > frm)
template<class F >
ShapeFunction3D< F >	makeShapeFunction3D (const Hexahedron &elm)
std::ostream &	operator<< (std::ostream &os, const TrivialWeight &p)
std::ostream &	operator<< (std::ostream &os, const ShortestDist &p)
std::ostream &	operator<< (std::ostream &os, const PostprocessSquare &p)
std::ostream &	operator<< (std::ostream &os, const PostprocessRoot &p)
std::ostream &	operator<< (std::ostream &os, const PostprocessRoot4 &p)
std::ostream &	operator<< (std::ostream &os, const Postprocess34 &p)
std::ostream &	operator<< (std::ostream &os, const Postprocess14 &p)
std::ostream &	operator<< (std::ostream &os, const Postprocess4 &p)
std::ostream &	operator<< (std::ostream &os, const Postprocess3 &p)
template<typename DistClass , typename Function >
std::ostream &	operator<< (std::ostream &os, const DistancePost< DistClass, Function > &p)
std::ostream &	operator<< (std::ostream &os, const ProductOfAll &p)
std::ostream &	operator<< (std::ostream &os, const DaugeWeight &p)
std::ostream &	operator<< (std::ostream &os, const ShortestDistLimited &p)

Detailed Description

3D hp-FEM for H¹-conforming elements.

The Space can be built using full tensor product polynomial spaces in the elements or trunk spaces (and much more) by changing the way the degrees of freedom are built in the BuildDofsBase class (and its specializations).

Author

Philipp Frauenfelder, 2001

Todo:

Three dimensional hp-DGFEM in hexahedra for locally refined meshes.

Enumeration Type Documentation

partDerivType

enum hp3D::partDerivType

Definition at line 31 of file bf3D_partialDeriv.hh.

Function Documentation

operator<<()

template<typename DistClass , typename Function >

std::ostream & hp3D::operator<< ( std::ostream &  os, const DistancePost< DistClass, Function > &  p  )

inline

Definition at line 175 of file shortestDist.hh.

setupAdvection()

template<class F >

void hp3D::setupAdvection	(	vectorial::BilinearForm< F, typename concepts::Realtype< F >::type > &	bf,
		const concepts::ElementFormulaContainer< concepts::Point< F, 3 > >	frm
	)

Function to setup a bilinear form related to the vector Advection, namely

on vectorial spaces, where $\underline{u}$ and $\underline{v}$ are trial and test functions respectively, $\underline{w}$ is a given vectorial formula, and

setupIdentity() [1/2]

template<class F >

void hp3D::setupIdentity

(

vectorial::BilinearForm< F, typename concepts::Realtype< F >::type > &

bf

)

Function to setup a bilinear form related to the vector Identity, namely

on vectorial spaces.

setupIdentity() [2/2]

template<class F >

void hp3D::setupIdentity	(	vectorial::BilinearForm< F, typename concepts::Realtype< F >::type > &	bf,
		const concepts::ElementFormulaContainer< concepts::Mapping< F, 3 > >	frm,
		bool	transposed = false
	)

Function to setup a bilinear form related to the vector Identity, namely

wih a matrix function A on vectorial spaces.

If transposed is true then the transposed of A is taken instead.