Functions | Variables
pEqn.H File Reference
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Functions

volScalarField rAU (1.0/UEqn().A())
 
surfaceScalarField rAUf ("rAUf", fvc::interpolate(rAU))
 
volVectorField HbyA ("HbyA", U)
 
 if (pimple.nCorrPISO()<=1)
 
surfaceScalarField phiHbyA ("phiHbyA",(fvc::interpolate(HbyA)&mesh.Sf())+rAUf *fvc::ddtCorr(U, phi))
 
MRF makeRelative (phiHbyA)
 
 adjustPhi (phiHbyA, U, p_gh)
 
 setSnGrad< fixedFluxPressureFvPatchScalarField > (p_gh.boundaryField(),( phiHbyA.boundaryField() -(mesh.Sf().boundaryField()&U.boundaryField()) )/(mesh.magSf().boundaryField()*rAUf.boundaryField()))
 
 while (pimple.correctNonOrthogonal())
 
p_gh relax ()
 
U correctBoundaryConditions ()
 
fvOptions correct (U)
 

Variables

 HbyA = rAU*UEqn().H()
 
 p = p_gh + (g & mesh.C())
 
 U = HbyA - rAU*fvc::grad(p_gh)
 

Function Documentation

volScalarField rAU ( 1.0/  UEqn).A()
surfaceScalarField rAUf ( "rAUf"  ,
fvc::interpolate(rAU  
)
volVectorField HbyA ( "HbyA"  ,
U   
)
if ( pimple.nCorrPISO()<=  1)

Definition at line 7 of file pEqn.H.

References adjustPhi(), Foam::fvc::ddtCorr(), HbyA, Foam::MULES::interpolate(), mesh, MRF, phi, phiHbyA, rAUf(), setSnGrad< fixedFluxPressureFvPatchScalarField >(), U, and UEqn().

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surfaceScalarField phiHbyA ( "phiHbyA"  ,
(fvc::interpolate(HbyA)&mesh.Sf())+rAUf *fvc::ddtCorr(U, phi  
)
MRF makeRelative ( phiHbyA  )
adjustPhi ( phiHbyA  ,
U  ,
p_gh   
)
setSnGrad< fixedFluxPressureFvPatchScalarField > ( p_gh.  boundaryField(),
( phiHbyA.boundaryField() -(mesh.Sf().boundaryField()&U.boundaryField()) )/(mesh.magSf().boundaryField()*rAUf.boundaryField())   
)
while ( pimple.  correctNonOrthogonal())

Definition at line 33 of file pEqn.H.

References Foam::fvc::div(), Foam::fvc::laplacian(), mesh, phi, phiHbyA, pimple, and rAUf().

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p_gh relax ( )
U correctBoundaryConditions ( )
fvOptions correct ( U  )

Variable Documentation

HbyA = rAU*UEqn().H()

Definition at line 5 of file pEqn.H.

p = p_gh + (g & mesh.C())

Definition at line 55 of file pEqn.H.

U = HbyA - rAU*fvc::grad(p_gh)

Definition at line 57 of file pEqn.H.