Dear developers,
Thank you for sharing this fantastic framework. However, I have a question regarding the Schrage model that I haven't been able to understand. When the source terms for both TL and TV in the energy equation are placed on the left side of the equation,
fvScalarMatrix TLEqn
(
fvm::ddt(rhoCpL,TL)
+ fvm::div(rhoCpLPhi,TL)
- fvm::Sp(fvc::ddt(rhoCpL) + fvc::div(rhoCpLPhi), TL)
- fvm::laplacian(kappaLEff,TL)
+ phaseChange.TSource1()
==
fvOptions(rhoCpL, TL)
);
// energy equation
fvScalarMatrix TVEqn
(
fvm::ddt(rhoCpV,TV)
+ fvm::div(rhoCpVPhi,TV)
- fvm::Sp(fvc::ddt(rhoCpV) + fvc::div(rhoCpVPhi), TV)
- fvm::laplacian(kappaVEff,TV)
- dpdt*alpha2
+ phaseChange.TSource2()
==
fvOptions(rhoCpV, TV)
);
shouldn't the expression of the source term have the opposite sign? Or does the applicability of the Schrage model to two temperature fields really meet its physical meaning?
tmp<fvScalarMatrix> T1Source(fvm::Sp(TSource,T1) - TSource*TSat);
tmp<fvScalarMatrix> T2Source(fvm::Sp(TSource,T2) - TSource*TSat);
Could you please help me understand it at your earliest convenience? Thank you!
Best regards,
Shawn
Dear developers,
Thank you for sharing this fantastic framework. However, I have a question regarding the Schrage model that I haven't been able to understand. When the source terms for both TL and TV in the energy equation are placed on the left side of the equation,
shouldn't the expression of the source term have the opposite sign? Or does the applicability of the Schrage model to two temperature fields really meet its physical meaning?
tmp<fvScalarMatrix> T1Source(fvm::Sp(TSource,T1) - TSource*TSat);tmp<fvScalarMatrix> T2Source(fvm::Sp(TSource,T2) - TSource*TSat);Could you please help me understand it at your earliest convenience? Thank you!
Best regards,
Shawn