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| EBHelmholtzRobinDomainBC () |
| | Default constructor. Must subsequently set coefficients.
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virtual | ~EBHelmholtzRobinDomainBC () |
| | Destructor.
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| void | setCoefficients (const Real a_A, const Real a_B, const Real a_C) |
| | Set constant coefficients.
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| void | setCoefficients (const std::function< Real(const RealVect &a_pos)> &a_A, const std::function< Real(const RealVect &a_pos)> &a_B, const std::function< Real(const RealVect &a_pos)> &a_C) |
| | Set variable coefficients.
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| virtual void | getFaceFlux (BaseFab< Real > &a_faceFlux, const BaseFab< Real > &a_phi, const BaseFab< Real > &a_Bcoef, const int &a_dir, const Side::LoHiSide &a_side, const DataIndex &a_dit, const bool a_useHomogeneous) const override |
| | Get face flux. This is for regular cells.
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| virtual Real | getFaceFlux (const VolIndex &a_vof, const EBCellFAB &a_phi, const EBFaceFAB &a_Bcoef, const int &a_dir, const Side::LoHiSide &a_side, const DataIndex &a_dit, const bool a_useHomogeneous) const override |
| | Get face flux. This is for irregular cells.
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Public Member Functions inherited from EBHelmholtzDomainBC |
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| EBHelmholtzDomainBC () |
| | Constructor.
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virtual | ~EBHelmholtzDomainBC () |
| | Destructor.
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| EBHelmholtzDomainBC (const EBHelmholtzDomainBC &a_other)=delete |
| | Disallowed – don't see why you would need it.
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| EBHelmholtzDomainBC (const EBHelmholtzDomainBC &&a_other)=delete |
| | Disallowed – don't see why you would need it.
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EBHelmholtzDomainBC & | operator= (const EBHelmholtzDomainBC &a_other)=delete |
| | Disallowed - don't see why you would need it.
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EBHelmholtzDomainBC & | operator= (const EBHelmholtzDomainBC &&a_other)=delete |
| | Disallowed - don't see why you would need it.
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| virtual void | define (const Location::Cell a_dataLocation, const EBLevelGrid &a_eblg, const RealVect &a_probLo, const Real a_dx) |
| | Define function.
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Base class for passing Robin domain boundary conditions into EBHelmholtzOp.
Robin bcs are in the form A*phi + B*dphi/dn = C. We impose dphi/dn = (C - A*phi)/B where phi is extrapolated to the EB to first order.
- Note
- The B-coefficient is not the same as in the Helmholtz equation...
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In our notation, n points into the computational domain.