11 #ifndef _MONOMIALIF_H_ 12 #define _MONOMIALIF_H_ 20 #include "NamespaceHeader.H" 75 const bool & a_inside);
89 virtual BaseIF* newImplicitFunction()
const;
93 const Real & a_dx)
const;
98 const Real & a_dx)
const;
104 const int & a_ni)
const;
109 const int & a_ni)
const;
113 getZerothDerivativeOfXNormal(
const Real& a_xloc)
const;
116 getFirstDerivativeOfXNormal(
const Real& a_xloc)
const;
119 getSecondDerivativeOfXNormal(
const Real& a_xloc)
const;
122 getThirdDerivativeOfXNormal(
const Real& a_xloc)
const;
125 getFourthDerivativeOfXNormal(
const Real& a_xloc)
const;
128 getZerothDerivativeOfYNormal(
const Real& a_xloc)
const;
131 getFirstDerivativeOfYNormal(
const Real& a_xloc)
const;
134 getSecondDerivativeOfYNormal(
const Real& a_xloc)
const;
137 getThirdDerivativeOfYNormal(
const Real& a_xloc)
const;
140 getFourthDerivativeOfYNormal(
const Real& a_xloc)
const;
145 const Real & a_dx)
const;
147 void getTloThi(
bool& a_noEB,
151 const Real & a_dx)
const;
153 Real getEBNormMomX(
const Real & a_tlo,
157 Real getEBNormMomY(
const Real & a_tlo,
164 getUncutVolumeSection(
const RealVect& a_xlo,
167 const Real & a_dx)
const;
170 getCutVolumeSection(
const RealVect & a_xlo,
173 const Real & a_dx)
const;
187 #include "NamespaceFooter.H" bool m_inside
Definition: MonomialIF.H:180
base class for integration
Definition: OneDIntegrator.H:25
virtual ~MonomialIF()
Destructor.
Definition: MonomialIF.H:78
Definition: FaceIndex.H:28
virtual Real value(const Real &location) const
MonomialEBMomentFunc(const IvSDMinOne &a_Q, const IvSpaceDim &a_p)
Definition: MonomialIF.H:35
virtual ~MonomialEBMomentFunc()
Definition: MonomialIF.H:43
const int SpaceDim
Definition: SPACE.H:38
Definition: MonomialIF.H:62
IvSDMinOne m_Q
Definition: MonomialIF.H:50
double Real
Definition: REAL.H:33
IvSpaceDim m_p
Definition: MonomialIF.H:52
A Real vector in SpaceDim-dimensional space.
Definition: RealVect.H:41
Volume of Fluid Index.
Definition: VolIndex.H:31
MonomialEBMomentFunc()
Definition: MonomialIF.H:54
IndexTM< int, SpaceDim-1 > m_power
Definition: MonomialIF.H:179
Definition: MonomialIF.H:27