CMULES: Multidimensional universal limiter for explicit corrected implicit solution. More...
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Namespaces | |
Foam | |
Namespace for OpenFOAM. | |
Foam::MULES | |
Functions | |
template<class RdeltaTType , class RhoType , class SpType , class SuType > | |
void | correct (const RdeltaTType &rDeltaT, const RhoType &rho, volScalarField &psi, const surfaceScalarField &phi, const surfaceScalarField &phiCorr, const SpType &Sp, const SuType &Su) |
template<class RhoType , class SpType , class SuType > | |
void | correct (const RhoType &rho, volScalarField &psi, const surfaceScalarField &phi, surfaceScalarField &phiCorr, const SpType &Sp, const SuType &Su, const scalar psiMax, const scalar psiMin) |
void | correct (volScalarField &psi, const surfaceScalarField &phi, surfaceScalarField &phiCorr, const scalar psiMax, const scalar psiMin) |
template<class RdeltaTType , class RhoType , class SpType , class SuType > | |
void | limiterCorr (scalarField &allLambda, const RdeltaTType &rDeltaT, const RhoType &rho, const volScalarField &psi, const surfaceScalarField &phi, const surfaceScalarField &phiCorr, const SpType &Sp, const SuType &Su, const scalar psiMax, const scalar psiMin) |
template<class RdeltaTType , class RhoType , class SpType , class SuType > | |
void | limitCorr (const RdeltaTType &rDeltaT, const RhoType &rho, const volScalarField &psi, const surfaceScalarField &phi, surfaceScalarField &phiCorr, const SpType &Sp, const SuType &Su, const scalar psiMax, const scalar psiMin) |
CMULES: Multidimensional universal limiter for explicit corrected implicit solution.
Original source file CMULES.H
Solve a convective-only transport equation using an explicit universal multi-dimensional limiter to correct an implicit conservative bounded obtained using rigorously bounded schemes such as Euler-implicit in time upwind in space.
Parameters are the variable to solve, the normal convective flux and the actual explicit flux of the variable which is also used to return limited flux used in the bounded-solution.
Definition in file CMULES.H.