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concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F > Class Template Reference

The (t,S)-gradient of the asymptotic expansion solution $\tilde{U}^{\varepsilon,N}_\mathrm{int}(t,S)$ in the interior of the sheet for asymptotics alpha = 2. More...

#include <DiffReactAsympModel.hh>

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List of all members.

Public Types

typedef Point< F, 2 > value_type

Public Member Functions

virtual
DiffReactAsympCollModel_grad_U_alpha2
< order, F > * 
clone () const
 Virtual copy constructor.
 DiffReactAsympCollModel_grad_U_alpha2 (DiffReactAsympCollModelSolBase< F > &sol)
virtual Point< F, 2 > operator() (const ElementWithCell< typename Realtype< Point< F, 2 > >::type > &elm, const Real2d &p, const Real t=0.0) const =0
Point< F, 2 > operator() (const ElementWithCell< Real > &elm, const Real2d &p, const Real t=0.0) const
 Returns the gradient.
virtual Point< F, 2 > operator() (const ElementWithCell< Real > &elm, const Real3d &p, const Real t=0.0) const
 Not implemented.
virtual Point< F, 2 > operator() (const ElementWithCell< typename Realtype< Point< F, 2 > >::type > &elm, const Real p, const Real t=0.0) const =0
 Evaluates the formula.
virtual Point< F, 2 > operator() (const ElementWithCell< typename Realtype< Point< F, 2 > >::type > &elm, const Real3d &p, const Real t=0.0) const =0
virtual Point< F, 2 > operator() (const ElementWithCell< Real > &elm, const Real p, const Real t=0.0) const
 Returns the value on the midline.
virtual Array< F > polynomial (bool normal, const ElementWithCell< Real > &elm, const Real p, const Real t=0.0) const
 Returns the polynomial in S for a particular point p.
virtual ~DiffReactAsympCollModel_grad_U_alpha2 ()

Protected Member Functions

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

Private Attributes

DiffReactAsympCollModelSolBase
< F > & 
sol_

Detailed Description

template<uint order, typename F = Real>
class concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F >

The (t,S)-gradient of the asymptotic expansion solution $\tilde{U}^{\varepsilon,N}_\mathrm{int}(t,S)$ in the interior of the sheet for asymptotics alpha = 2.

Author:
Kersten Schmidt, 2011

Definition at line 655 of file DiffReactAsympModel.hh.


Member Typedef Documentation

typedef Point< F, 2 > concepts::ElementFormula< Point< F, 2 > , typename Realtype<Point< F, 2 > >::type >::value_type [inherited]

Definition at line 31 of file elementFormula.hh.


Constructor & Destructor Documentation

template<uint order, typename F = Real>
concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F >::DiffReactAsympCollModel_grad_U_alpha2 ( DiffReactAsympCollModelSolBase< F > &  sol) [inline]

Definition at line 659 of file DiffReactAsympModel.hh.

template<uint order, typename F = Real>
virtual concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F >::~DiffReactAsympCollModel_grad_U_alpha2 ( ) [inline, virtual]

Definition at line 660 of file DiffReactAsympModel.hh.


Member Function Documentation

template<uint order, typename F = Real>
virtual DiffReactAsympCollModel_grad_U_alpha2<order,F>* concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F >::clone ( ) const [inline, virtual]

Virtual copy constructor.

Implements concepts::ElementFormula< Point< F, 2 > >.

Definition at line 662 of file DiffReactAsympModel.hh.

template<uint order, typename F = Real>
virtual std::ostream& concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F >::info ( std::ostream &  os) const [protected, virtual]

Returns information in an output stream.

Reimplemented from concepts::DiffReactAsympModelgrad_UBase< F >.

virtual Point< F, 2 > concepts::ElementFormula< Point< F, 2 > , typename Realtype<Point< F, 2 > >::type >::operator() ( const ElementWithCell< typename Realtype<Point< F, 2 > >::type > &  elm,
const Real2d p,
const Real  t = 0.0 
) const [pure virtual, inherited]
virtual Point< F, 2 > concepts::ElementFormula< Point< F, 2 > , typename Realtype<Point< F, 2 > >::type >::operator() ( const ElementWithCell< typename Realtype<Point< F, 2 > >::type > &  elm,
const Real  p,
const Real  t = 0.0 
) const [pure virtual, inherited]

Evaluates the formula.

Parameters:
elmElement
pPoint in space in local element coordinates
tPoint in time
virtual Point< F, 2 > concepts::ElementFormula< Point< F, 2 > , typename Realtype<Point< F, 2 > >::type >::operator() ( const ElementWithCell< typename Realtype<Point< F, 2 > >::type > &  elm,
const Real3d p,
const Real  t = 0.0 
) const [pure virtual, inherited]
template<typename F = Real>
virtual Point<F,2> concepts::DiffReactAsympModelgrad_UBase< F >::operator() ( const ElementWithCell< Real > &  elm,
const Real  p,
const Real  t = 0.0 
) const [virtual, inherited]

Returns the value on the midline.

template<uint order, typename F = Real>
Point<F,2> concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F >::operator() ( const ElementWithCell< Real > &  elm,
const Real2d p,
const Real  t = 0.0 
) const [virtual]

Returns the gradient.

Reimplemented from concepts::DiffReactAsympModelgrad_UBase< F >.

template<typename F = Real>
virtual Point<F,2> concepts::DiffReactAsympModelgrad_UBase< F >::operator() ( const ElementWithCell< Real > &  elm,
const Real3d p,
const Real  t = 0.0 
) const [virtual, inherited]

Not implemented.

template<uint order, typename F = Real>
virtual Array<F> concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F >::polynomial ( bool  normal,
const ElementWithCell< Real > &  elm,
const Real  p,
const Real  t = 0.0 
) const [virtual]

Returns the polynomial in S for a particular point p.

Parameters:
normalif true the derivative in S will be given, otherwise in t
ppoint along the edge (t coordinate)

Implements concepts::DiffReactAsympModelgrad_UBase< F >.


Member Data Documentation

template<uint order, typename F = Real>
DiffReactAsympCollModelSolBase<F>& concepts::DiffReactAsympCollModel_grad_U_alpha2< order, F >::sol_ [private]

Definition at line 676 of file DiffReactAsympModel.hh.


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

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