#include <NormalDerivative.H>
This computes the derivatives of the normal of a sliced implicit function
Public Types | |
| typedef IndexTM< int, dim > | IvDim |
| typedef IndexTM< Real, dim > | RvDim |
| typedef map< IvDim, int, LexLT < IvDim > > | DerivativeProduct |
| typedef pair < DerivativeProduct, int > | PartialDerivativeTerm |
Public Member Functions | |
| NormalDerivative () | |
| Null constructor. | |
| virtual | ~NormalDerivative () |
| Destructor. | |
| virtual Real | evaluate (const IvDim &a_multiIndex, const int &a_direction, const RvDim &a_point, const IFSlicer< dim > *a_ifSlicer) |
| Evaluate derivatives of the normal of an IFSlicer class. | |
| Real | getMagnitudeOfGradient () |
Protected Member Functions | |
| Real | expand (const IvDim &a_multiIndex, const PartialDerivativeTerm &a_term, const RvDim &a_point, const IFSlicer< dim > *a_ifSlicer) const |
Protected Attributes | |
| Real | m_magnitudeOfGradient |
Private Member Functions | |
| NormalDerivative (const NormalDerivative &a_input) | |
| void | operator= (const NormalDerivative &a_input) |
| typedef IndexTM<int,dim> NormalDerivative< dim >::IvDim |
| typedef map<IvDim,int,LexLT<IvDim> > NormalDerivative< dim >::DerivativeProduct |
| typedef pair<DerivativeProduct,int> NormalDerivative< dim >::PartialDerivativeTerm |
| NormalDerivative< dim >::NormalDerivative | ( | ) | [inline] |
Null constructor.
Null constructor
| NormalDerivative< dim >::~NormalDerivative | ( | ) | [inline, virtual] |
Destructor.
Destructor
| NormalDerivative< dim >::NormalDerivative | ( | const NormalDerivative< dim > & | a_input | ) | [inline, private] |
References MayDay::Abort().
| Real NormalDerivative< dim >::evaluate | ( | const IvDim & | a_multiIndex, | |
| const int & | a_direction, | |||
| const RvDim & | a_point, | |||
| const IFSlicer< dim > * | a_ifSlicer | |||
| ) | [inline, virtual] |
Evaluate derivatives of the normal of an IFSlicer class.
Evaluate a derivative of the normal, a_multiIndex specifies how many derivatives to take in each coordinate direction, a_direction specifies which component of the normal use, a_point is the point in space to evaluate the derivative, and a_ifSlicer is a sliced function whose gradient is the normal.
References dim, NormalDerivative< dim >::expand(), NormalDerivative< dim >::m_magnitudeOfGradient, and IFSlicer< dim >::value().
Referenced by DivNormalRefinement< dim >::approximateDivNormal().
| Real NormalDerivative< dim >::getMagnitudeOfGradient | ( | ) | [inline] |
References NormalDerivative< dim >::m_magnitudeOfGradient.
| Real NormalDerivative< dim >::expand | ( | const IvDim & | a_multiIndex, | |
| const PartialDerivativeTerm & | a_term, | |||
| const RvDim & | a_point, | |||
| const IFSlicer< dim > * | a_ifSlicer | |||
| ) | const [inline, protected] |
References dim, NormalDerivative< dim >::m_magnitudeOfGradient, and IFSlicer< dim >::value().
Referenced by NormalDerivative< dim >::evaluate().
| void NormalDerivative< dim >::operator= | ( | const NormalDerivative< dim > & | a_input | ) | [inline, private] |
References MayDay::Abort().
Real NormalDerivative< dim >::m_magnitudeOfGradient [protected] |
1.5.5