createFaceFluxes.H File Reference

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Functions
surfaceVectorField	gradPf ("gradPf", fvsc::grad(p))
	——–Start——— More...
surfaceTensorField	gradUf ("gradUf", fvsc::grad(U))
surfaceScalarField	divUf ("divUf", Foam::tr(gradUf))
surfaceVectorField	gradef ("gradef", fvsc::grad(e))
surfaceVectorField	gradRhof ("gradRhof", fvsc::grad(rho))
surfaceVectorField	gradYf ("gradYf", gradRhof/rhof)
surfaceVectorField	rhoUf ("rhoUf",)
	——–End——— More...
surfaceVectorField	rhofUf ("rhofUf", rhof *Uf)
surfaceTensorField	UrhoUf ("UrhoUf",)
surfaceVectorField	rhoW ("rhoW", tauQGDf *gradPf)
surfaceVectorField	jm ("jm", rhoUf-rhoW)
surfaceScalarField	phiJm ("phiJm", mesh.Sf()&jm)
surfaceVectorField	phiJmU ("phiJmU", mesh.Sf()&(jm *Uf))
	——–End——— More...
surfaceVectorField	phiP ("phiP", pf *mesh.Sf())
surfaceTensorField	Pif ("Pif", tauQGDf *((UrhoUf &gradUf)+Uf *gradPf)+tauQGDf *I *((Uf &gradPf)+(gammaf *pf *divUf)))
surfaceVectorField	phiPi ("phiPi", mesh.Sf()&Pif)
tauMCPtr	reset (new surfaceTensorField("tauMC", 0.0 *muf *(Foam::T(gradUf)-I *divUf)))
surfaceVectorField	phiTauMC ("phiTauMC", tauMCPtr()&mesh.Sf())
surfaceScalarField	phiJmH ("phiJmH", phiJm *Hf)
	——–End——— More...
surfaceVectorField	qf ("qf",-tauQGDf *(((linearInterpolate(rho *(U *U)))&gradef)-(pf *rhof *Uf *(Uf &gradRhof)/rhof/rhof)))
surfaceScalarField	phiQ ("phiQ", qf &mesh.Sf())
surfaceScalarField	phiPiU ("phiPiU",(Pif &Uf)&mesh.Sf())
sigmaDotUPtr	reset (new surfaceVectorField("sigmaDotU", tauMCPtr()&linearInterpolate(U)))
surfaceScalarField	phiSigmaDotU ("phiSigmaDotU", sigmaDotUPtr()&mesh.Sf())
PtrList< surfaceScalarField >	phiJmY (Y.size())
	——–End——— More...
PtrList< surfaceScalarField >	diffusiveFlux (Y.size())
	forAll (phiJmY, i)

Variables
	phi = rhoUf & mesh.Sf()
autoPtr< surfaceTensorField >	tauMCPtr
autoPtr< surfaceVectorField >	sigmaDotUPtr

Function Documentation

surfaceVectorField gradPf	(	"gradPf"	,
		fvsc::	gradp
	)

——–Start———

surfaceTensorField gradUf	(	"gradUf"	,
		fvsc::	gradU
	)

surfaceScalarField divUf	(	"divUf"	,
		Foam::	trgradUf
	)

surfaceVectorField gradef	(	"gradef"	,
		fvsc::	grade
	)

surfaceVectorField gradRhof	(	"gradRhof"	,
		fvsc::	gradrho
	)

surfaceVectorField gradYf	(	"gradYf"	,
		gradRhof/	rhof
	)

surfaceVectorField rhoUf

(

"rhoUf"

)

——–End———

——–Start———

surfaceVectorField rhofUf	(	"rhofUf"	,
		rhof *	Uf
	)

surfaceTensorField UrhoUf

(

"UrhoUf"

)

surfaceVectorField rhoW	(	"rhoW"	,
		tauQGDf *	gradPf
	)

surfaceVectorField jm	(	"jm"	,
		rhoUf-	rhoW
	)

surfaceScalarField phiJm	(	"phiJm"	,
		mesh.Sf()&	jm
	)

surfaceVectorField phiJmU	(	"phiJmU"	,
		mesh.	Sf)&(jm *Uf
	)

——–End———

——–Start———

surfaceVectorField phiP	(	"phiP"	,
		pf *mesh.	Sf()
	)

surfaceTensorField Pif	(	"Pif"	,
		tauQGDf *	(UrhoUf &gradUf)+Uf *gradPf)+tauQGDf *I *((Uf &gradPf)+(gammaf *pf *divUf)
	)

surfaceVectorField phiPi	(	"phiPi"	,
		mesh.Sf()&	Pif
	)

tauMCPtr reset

(

new

surfaceTensorField"tauMC", 0.0 *muf *(Foam::T(gradUf)-I *divUf)

)

surfaceVectorField phiTauMC	(	"phiTauMC"	,
		tauMCPtr()&mesh.Sf()
	)

surfaceScalarField phiJmH	(	"phiJmH"	,
		phiJm *	Hf
	)

——–End———

——–Start———

surfaceVectorField qf	(	"qf"	,
		-tauQGDf *	((linearInterpolate(rho *(U *U)))&gradef)-(pf *rhof *Uf *(Uf &gradRhof)/rhof/rhof)
	)

surfaceScalarField phiQ	(	"phiQ"	,
		qf &mesh.	Sf()
	)

surfaceScalarField phiPiU	(	"phiPiU"	,
		(Pif &Uf)&mesh.Sf()
	)

sigmaDotUPtr reset

(

new

surfaceVectorField"sigmaDotU", tauMCPtr()&linearInterpolate(U)

)

surfaceScalarField phiSigmaDotU	(	"phiSigmaDotU"	,
		sigmaDotUPtr()&mesh.Sf()
	)

PtrList<surfaceScalarField> phiJmY

(

Y.

size()

)

——–End———

PtrList<surfaceScalarField> diffusiveFlux

(

Y.

size()

)

Referenced by forAll().

Here is the caller graph for this function:

forAll	(	phiJmY	,
		i
	)

Definition at line 203 of file createFaceFluxes.H.

Variable Documentation

phi = rhoUf & mesh.Sf()

Definition at line 67 of file createFaceFluxes.H.

autoPtr<surfaceTensorField> tauMCPtr

Definition at line 122 of file createFaceFluxes.H.

autoPtr<surfaceVectorField> sigmaDotUPtr

Definition at line 181 of file createFaceFluxes.H.