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problems about surfaceTension implement in reactingmultiphaseFoam

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Old   July 24, 2019, 21:30
Default problems about surfaceTension implement in reactingmultiphaseFoam
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Yang Fan
Join Date: Jul 2019
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Hello.I am studying the reactingmultiphaseEulerFoam,
the code for surfaceTension implement is:
Code:
      surfaceScalarField ghSnGradRho
       (
          "ghSnGradRho",
           ghf*fvc::snGrad(rho)*mesh.magSf()
        ); //g*h*\Delta \codt \rho 
        phigFs.set
        (
            phasei,
            (
                alpharAUfs[phasei]
               *(
                   ghSnGradRho
                 - (fvc::interpolate(phase.rho() - rho))*(g & mesh.Sf())
                 - fluid.surfaceTension(phase)*mesh.magSf()
                )
            ).ptr()
        );
finnaly,the velocity is updated by:
Code:
            mSfGradp = pEqnIncomp.flux()/rAUf;

            forAll(phases, phasei)
            {
                phaseModel& phase = phases[phasei];

                phase.U() =
                    HbyAs[phasei]
                  + fvc::reconstruct
                    (
                        alpharAUfs[phasei]*mSfGradp
                      - phigFs[phasei]
                    );
                phase.U().correctBoundaryConditions();
                fvOptions.correct(phase.U());
            }
My derivation mathematical formula is:
\mathbf{U}_{i}=\mathbf{H} \mathbf{b y A}_{i}+\frac{-\alpha_{i} \nabla p_{r g h}}{A_{P, i}}-\frac{\left[\left(\alpha_{i} \mathbf{g} \cdot \mathbf{h} \nabla \rho-\alpha_{i}\left(\rho_{i}-\rho\right) \mathbf{g}\right)-\sigma \kappa \nabla \alpha_{i}\right]}{A_{p, i}}
the code seems to be:
\mathbf{U}_{i}=\mathbf{H} \mathbf{b y A}_{i}+\frac{-\alpha_{i} \nabla p_{r g h}}{A_{P, i}}-\frac{\left[\left(\alpha_{i} \mathbf{g} \cdot \mathbf{h} \nabla \rho-\alpha_{i}\left(\rho_{i}-\rho\right) \mathbf{g}\right)-\alpha_{i}\sigma \kappa \nabla \alpha_{i}\right]}{A_{p, i}}
an addition alpha_{i} is add to surfaceTension,any one can show me what's the problem?
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