hp1D::DualSpace Class Reference

#include <dualSpace.hh>

Inheritance diagram for hp1D::DualSpace:

Public Types
typedef concepts::Scan< BaseElement< Real > >	Scan
typedef ElementWithCell< Real >	type
typedef Scan< ElementWithCell< Real > >	Scanner

Public Member Functions
	DualSpace (Scan *scan)
uint	dim () const
	Returns the dimension of the space.
uint	nelm () const
	Returns the number of elements in the space.
Scan *	scan () const
	Returns a scanner to iterate over the elements of the space.
void	recomputeShapefunctions ()
virtual uint	getOutputDimension () const
	Returns the default output dimension, when we consider plotting a real-valued operator on this space.

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

Detailed Description

Class for a dual space to a continuous FE space on edges. The duality is w.r.t. to the L^2-product.

Does not work with hanging nodes. For each element of given polynomial degree p it is assumed that there are (p-1) inner degrees of freedom. If the vertex degrees of freedom are passive (no entry in the T-matrix) there will be no dual function built.

Author

Kersten Schmidt, 2012

Examples

inhomDirichletBCsLagrange.cc.

Definition at line 29 of file dualSpace.hh.

Member Typedef Documentation

Scan

typedef concepts::Scan<BaseElement<Real> > hp1D::DualSpace::Scan

Definition at line 31 of file dualSpace.hh.

Scanner

typedef Scan<ElementWithCell<Real > > concepts::SpaceOnCells< Real >::Scanner

inherited

Definition at line 84 of file space.hh.

type

typedef ElementWithCell<Real > concepts::SpaceOnCells< Real >::type

inherited

Definition at line 83 of file space.hh.

Constructor & Destructor Documentation

DualSpace()

hp1D::DualSpace::DualSpace

(

Scan *

scan

)

Constructor.

Parameters

scan	Scanner of the elements of the original FE space

Member Function Documentation

dim()

uint hp1D::DualSpace::dim ( ) const

inlinevirtual

Returns the dimension of the space.

Implements concepts::SpaceOnCells< Real >.

Examples

inhomDirichletBCsLagrange.cc.

Definition at line 39 of file dualSpace.hh.

getOutputDimension()

template<class F >

virtual uint concepts::Space< F >::getOutputDimension ( ) const

inlinevirtualinherited

Returns the default output dimension, when we consider plotting a real-valued operator on this space.

Reimplemented in hp2D::hpAdaptiveSpaceHCurl, and hp2Dedge::Space.

Definition at line 50 of file space.hh.

info()

virtual std::ostream & hp1D::DualSpace::info ( std::ostream &  os ) const

protectedvirtual

Returns information in an output stream.

Reimplemented from concepts::SpaceOnCells< Real >.

nelm()

uint hp1D::DualSpace::nelm ( ) const

inlinevirtual

Returns the number of elements in the space.

Implements concepts::SpaceOnCells< Real >.

Definition at line 40 of file dualSpace.hh.

recomputeShapefunctions()

void hp1D::DualSpace::recomputeShapefunctions

(

)

Recompute shape functions, e.g. for other abscissas redefined through IntegrableElm::rule().set(...)

scan()

Scan * hp1D::DualSpace::scan ( ) const

inlinevirtual

Returns a scanner to iterate over the elements of the space.

Implements concepts::SpaceOnCells< Real >.

Definition at line 41 of file dualSpace.hh.

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

• hp1D/dualSpace.hh