Inheritance diagram for estimator::PolynomialDegrees< dim >:

Public Types
typedef concepts::Realtype< Real >::type	G

typedef F	value_type

Public Member Functions
template<class F = Real>
	PolynomialDegrees (const concepts::SpaceOnCells< F > &space)

virtual Real	operator() (const concepts::Connector &cntr, const Real p, const Real t=0.0) const

virtual Real	operator() (const concepts::Connector &cntr, const concepts::Real2d &p, const Real t=0.0) const

virtual Real	operator() (const concepts::Connector &cntr, const concepts::Real3d &p, const Real t=0.0) const

virtual PolynomialDegrees< dim > *	clone () const
	Virtual copy constructor.

virtual Real	operator() (const ElementWithCell< G > &elm, const Real p, const Real t=0.0) const

virtual Real	operator() (const ElementWithCell< G > &elm, const Real2d &p, const Real t=0.0) const

virtual Real	operator() (const ElementWithCell< G > &elm, const Real3d &p, const Real t=0.0) const

virtual Real	operator() (const Connector &cntr, const Real p, const Real t=0.0) const=0

virtual Real	operator() (const Connector &cntr, const Real2d &p, const Real t=0.0) const=0

virtual Real	operator() (const Connector &cntr, const Real3d &p, const Real t=0.0) const=0

virtual F	operator() (const ElementWithCell< G > &elm, const Real p, const Real t=0.0) const =0

virtual F	operator() (const ElementWithCell< G > &elm, const Real2d &p, const Real t=0.0) const =0

virtual F	operator() (const ElementWithCell< G > &elm, const Real3d &p, const Real t=0.0) const =0

virtual const Real &	dflt_value () const
	Gives default value.

virtual Real &	dflt_value ()
	Gives default value.

Protected Member Functions
virtual std::ostream &	info (std::ostream &os) const
	Returns information in an output stream.

Detailed Description

template<ushort dim = 2>
class estimator::PolynomialDegrees< dim >

Definition at line 15 of file refinementGraphics.hh.

Member Typedef Documentation

◆ G

typedef concepts::Realtype<Real >::type concepts::PiecewiseFormulaBase< Real >::G

inherited

Definition at line 45 of file piecewiseFormula.hh.

◆ value_type

template<typename F , typename G = typename Realtype<F>::type>

typedef F concepts::ElementFormula< F, G >::value_type

inherited

Definition at line 37 of file elementFormula.hh.

Constructor & Destructor Documentation

◆ PolynomialDegrees()

template<ushort dim = 2>

template<class F = Real>

estimator::PolynomialDegrees< dim >::PolynomialDegrees ( const concepts::SpaceOnCells< F > & space )

inline

Definition at line 19 of file refinementGraphics.hh.

Member Function Documentation

◆ clone()

template<ushort dim = 2>

virtual PolynomialDegrees< dim > * estimator::PolynomialDegrees< dim >::clone ( ) const

inlinevirtual

Virtual copy constructor.

Implements concepts::PiecewiseFormulaBase< Real >.

Definition at line 118 of file refinementGraphics.hh.

◆ dflt_value() [1/2]

virtual Real & concepts::PiecewiseFormulaBase< Real >::dflt_value ( )

inlinevirtualinherited

Gives default value.

Definition at line 83 of file piecewiseFormula.hh.

◆ dflt_value() [2/2]

virtual const Real & concepts::PiecewiseFormulaBase< Real >::dflt_value ( ) const

inlinevirtualinherited

Gives default value.

Definition at line 81 of file piecewiseFormula.hh.

◆ info()

template<ushort dim = 2>

virtual std::ostream & estimator::PolynomialDegrees< dim >::info ( std::ostream & os ) const

inlineprotectedvirtual

Returns information in an output stream.

Reimplemented from concepts::PiecewiseFormulaBase< Real >.

Definition at line 121 of file refinementGraphics.hh.

◆ operator()() [1/10]

template<ushort dim = 2>

virtual Real estimator::PolynomialDegrees< dim >::operator()	(	const concepts::Connector &	cntr,
		const concepts::Real2d &	p,
		const Real	t = `0.0`
	)		const

inlinevirtual

Definition at line 88 of file refinementGraphics.hh.

◆ operator()() [2/10]

template<ushort dim = 2>

virtual Real estimator::PolynomialDegrees< dim >::operator()	(	const concepts::Connector &	cntr,
		const concepts::Real3d &	p,
		const Real	t = `0.0`
	)		const

inlinevirtual

Definition at line 103 of file refinementGraphics.hh.

◆ operator()() [3/10]

template<ushort dim = 2>

virtual Real estimator::PolynomialDegrees< dim >::operator()	(	const concepts::Connector &	cntr,
		const Real	p,
		const Real	t = `0.0`
	)		const

inlinevirtual

Definition at line 73 of file refinementGraphics.hh.

◆ operator()() [4/10]

virtual Real concepts::PiecewiseFormulaBase< Real >::operator()	(	const Connector &	cntr,
		const Real	p,
		const Real	t = `0.0`
	)		const

pure virtualinherited

Gives the value in an particular cell on a particular point

Parameters

cell	topological cell
p	physical coordinates
t	time

◆ operator()() [5/10]

virtual Real concepts::PiecewiseFormulaBase< Real >::operator()	(	const ElementWithCell< G > &	elm,
		const Real	p,
		const Real	t = `0.0`
	)		const

inlinevirtualinherited

Definition at line 52 of file piecewiseFormula.hh.

◆ operator()() [6/10]

template<typename F , typename G = typename Realtype<F>::type>

virtual F concepts::ElementFormula< F, G >::operator()	(	const ElementWithCell< G > &	elm,
		const Real	p,
		const Real	t = `0.0`
	)		const

pure virtualinherited

Evaluates the formula.

Parameters

elm	Element
p	Point in space in local element coordinates
t	Point in time

Implemented in concepts::ComposeFormulaMatVec< F, DIM, G >, concepts::ComposeFormulaVecEntry< F, DIM, G >, concepts::ElementFormulaContainer< F, G >, concepts::ElementFormulaContainer< concepts::Point< F, 2 >, G >, concepts::FrmE_Component< F, G, H >, concepts::FrmE_Component_Matrix< F, G, H >, concepts::FrmE_Conjugate< F, G >, concepts::FrmE_Inverse< F, G >, concepts::FrmE_PointToMapping< dim, F, G >, concepts::FrmE_PointsToMapping< 2, F, G >, concepts::FrmE_Trace< dim, F, G >, concepts::FrmE_Product< F, H, J, G >, concepts::FrmE_Sum< F, H, J, G >, concepts::MatrixElementFormula< F, dim, G >, concepts::VectorElementFormulaBase< F, dim, G >, concepts::VectorElementFormulaBase< F, 2, G >, concepts::VectorElementFormulaBase< F, 3, G >, concepts::PiecewiseElementFormula< F, G >, concepts::DirichletElementFormula< F, G >, concepts::ElementFormulaCompose< F, G, H >, concepts::ComposeFormulaMatVec< F, DIM, G >, and concepts::ComposeFormulaVecEntry< F, DIM, G >.

◆ operator()() [7/10]

virtual Real concepts::PiecewiseFormulaBase< Real >::operator()	(	const ElementWithCell< G > &	elm,
		const Real2d &	p,
		const Real	t = `0.0`
	)		const

inlinevirtualinherited

Definition at line 57 of file piecewiseFormula.hh.

◆ operator()() [8/10]

template<typename F , typename G = typename Realtype<F>::type>

virtual F concepts::ElementFormula< F, G >::operator()	(	const ElementWithCell< G > &	elm,
		const Real2d &	p,
		const Real	t = `0.0`
	)		const

pure virtualinherited

Evaluates the formula.

Parameters

elm	Element
p	Point in space in local element coordinates
t	Point in time

Implemented in concepts::ComposeFormulaMatVec< F, DIM, G >, concepts::ComposeFormulaVecEntry< F, DIM, G >, concepts::ElementFormulaContainer< F, G >, concepts::ElementFormulaContainer< concepts::Point< F, 2 >, G >, concepts::FrmE_Component< F, G, H >, concepts::FrmE_Component_Matrix< F, G, H >, concepts::FrmE_Conjugate< F, G >, concepts::FrmE_Inverse< F, G >, concepts::FrmE_PointToMapping< dim, F, G >, concepts::FrmE_PointsToMapping< 2, F, G >, concepts::FrmE_Trace< dim, F, G >, concepts::FrmE_Product< F, H, J, G >, concepts::FrmE_Sum< F, H, J, G >, concepts::MatrixElementFormula< F, dim, G >, concepts::VectorElementFormulaBase< F, dim, G >, concepts::VectorElementFormulaBase< F, 2, G >, concepts::VectorElementFormulaBase< F, 3, G >, concepts::PiecewiseElementFormula< F, G >, concepts::DirichletElementFormula< F, G >, concepts::ElementFormulaCompose< F, G, H >, concepts::ComposeFormulaMatVec< F, DIM, G >, and concepts::ComposeFormulaVecEntry< F, DIM, G >.

◆ operator()() [9/10]

virtual Real concepts::PiecewiseFormulaBase< Real >::operator()	(	const ElementWithCell< G > &	elm,
		const Real3d &	p,
		const Real	t = `0.0`
	)		const

inlinevirtualinherited

Definition at line 63 of file piecewiseFormula.hh.

◆ operator()() [10/10]

template<typename F , typename G = typename Realtype<F>::type>

virtual F concepts::ElementFormula< F, G >::operator()	(	const ElementWithCell< G > &	elm,
		const Real3d &	p,
		const Real	t = `0.0`
	)		const

pure virtualinherited

Evaluates the formula.

Parameters

elm	Element
p	Point in space in local element coordinates
t	Point in time

Implemented in concepts::ComposeFormulaMatVec< F, DIM, G >, concepts::ComposeFormulaVecEntry< F, DIM, G >, concepts::ElementFormulaContainer< F, G >, concepts::ElementFormulaContainer< concepts::Point< F, 2 >, G >, concepts::FrmE_Component< F, G, H >, concepts::FrmE_Component_Matrix< F, G, H >, concepts::FrmE_Conjugate< F, G >, concepts::FrmE_Inverse< F, G >, concepts::FrmE_PointToMapping< dim, F, G >, concepts::FrmE_PointsToMapping< 2, F, G >, concepts::FrmE_Trace< dim, F, G >, concepts::FrmE_Product< F, H, J, G >, concepts::FrmE_Sum< F, H, J, G >, concepts::MatrixElementFormula< F, dim, G >, concepts::VectorElementFormulaBase< F, dim, G >, concepts::VectorElementFormulaBase< F, 2, G >, concepts::VectorElementFormulaBase< F, 3, G >, concepts::PiecewiseElementFormula< F, G >, concepts::DirichletElementFormula< F, G >, concepts::ElementFormulaCompose< F, G, H >, concepts::ComposeFormulaMatVec< F, DIM, G >, and concepts::ComposeFormulaVecEntry< F, DIM, G >.

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

estimator/refinementGraphics.hh

Class documentation of Concepts

Public Types

Public Member Functions

Protected Member Functions

Detailed Description

Member Typedef Documentation

◆ G

◆ value_type

Constructor & Destructor Documentation

◆ PolynomialDegrees()

Member Function Documentation

◆ clone()

◆ dflt_value() [1/2]

◆ dflt_value() [2/2]

◆ info()

◆ operator()() [1/10]

◆ operator()() [2/10]

◆ operator()() [3/10]

◆ operator()() [4/10]

◆ operator()() [5/10]

◆ operator()() [6/10]

◆ operator()() [7/10]

◆ operator()() [8/10]

◆ operator()() [9/10]

◆ operator()() [10/10]