#include <EBData.H>
Public Member Functions | |
| BoundaryData () | |
| BoundaryData (const Real &bndryArea, const RealVect &normal, const RealVect &bndryCentroid, int phase, const VolIndex &index) | |
| void | setToZero () |
| BoundaryData & | operator= (const BoundaryData &a_in) |
Public Attributes | |
| Real | m_bndryArea |
| RealVect | m_normal |
| RealVect | m_bndryCentroid |
| int | m_bndryPhase |
| VolIndex | m_volIndex |
| IndMomSpaceDim | m_EBMoments |
| the moment at the irregular face associated with the monomial with the input exponents | |
| IndMomSpaceDim | m_normalPartialDeriv [SpaceDim] |
| the derivatives of the normal | |
| IndMomSpaceDim | m_EBNormalMoments [SpaceDim] |
| ebmoments with the the normal integrated in | |
| BoundaryData::BoundaryData | ( | ) |
| BoundaryData::BoundaryData | ( | const Real & | bndryArea, | |
| const RealVect & | normal, | |||
| const RealVect & | bndryCentroid, | |||
| int | phase, | |||
| const VolIndex & | index | |||
| ) | [inline] |
| void BoundaryData::setToZero | ( | ) | [inline] |
References m_bndryArea, m_bndryCentroid, m_EBMoments, m_EBNormalMoments, m_normal, m_normalPartialDeriv, IndexedMoments< Dim, P >::setToZero(), SpaceDim, and RealVect::Zero.
Referenced by VolData::setToCovered(), and VolData::setToRegular().
| BoundaryData& BoundaryData::operator= | ( | const BoundaryData & | a_in | ) | [inline] |
References m_bndryArea, m_bndryCentroid, m_bndryPhase, m_EBMoments, m_EBNormalMoments, m_normal, m_normalPartialDeriv, m_volIndex, and SpaceDim.
Referenced by operator=(), and setToZero().
Referenced by operator=(), and setToZero().
Referenced by operator=(), and setToZero().
Referenced by operator=().
Referenced by operator=().
the moment at the irregular face associated with the monomial with the input exponents
Given VoF variables x, y, z, p = mono(0), q = mono(1), r = mono(2), returns integral_over_irregular_area((x^p y^q z^r) dA)
Referenced by operator=(), and setToZero().
ebmoments with the the normal integrated in
Given VoF variables x, y, z, p = mono(0), q = mono(1), r = mono(2), returns integral_over_irregular_area((x^p y^q z^r)n_i dA)
Referenced by operator=(), and setToZero().
1.5.5