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Author SHA1 Message Date
ignis
d7cdb18820 substitute cell loop to field operations 2017-05-16 14:10:45 +09:00
2 changed files with 27 additions and 38 deletions

View file

@ -14,11 +14,6 @@ IOdictionary physicalProperties
)
);
Switch constETransport
(
physicalProperties.lookupOrDefault("constETransport", false)
);
scalar relaxDrift
(
physicalProperties.lookupOrDefault("relaxDrift", 1.0)
@ -590,11 +585,6 @@ forAll (csSpecies, isp)
Info<< csSpeciesW << endl;
scalarField sigma_m (Te);
if (constETransport)
{
mue.internalField() = mueNFac * mueN.value(0.0);
mue.correctBoundaryConditions();
}
scalarField sigma_m (Te.internalField().size(), 0.0);
scalarField Xsum (Te.internalField().size(), 0.0);
scalarField meanEps (Te.internalField().size(), 0.0);

49
neEqn.H
View file

@ -6,37 +6,36 @@
Te = T;
Te.correctBoundaryConditions();
if (!constETransport)
scalarField &W (csSpeciesW);
Xsum = 0.0;
sigma_m = 0.0;
meanEps = (3./2.) * kB.value() / eCharge.value() * Te.internalField();
forAll (csSpecies, isp)
{
scalarField &W (csSpeciesW);
label k = csSpeciesI[isp];
forAll (Te, cid)
{
scalar eEps = (3./2.) * kB.value() * Te[cid] / eCharge.value();
scalar sumX = 0.0;
scalarField X (Y[k].internalField() / W[isp]);
sigma_m[cid] = 0;
forAll (csSpecies, isp)
{
scalar Xi = Y[csSpeciesI[isp]][cid]/W[isp];
sumX += Xi;
sigma_m[cid] += Xi * csList[isp].value(eEps);
}
sigma_m[cid] /= sumX;
}
Xsum += X;
Info << min(sigma_m) << " / " << max(sigma_m) << endl;
/*
mue.internalField() = eCharge.value()
/ (sqrt(eMass.value() * kB.value() * Te) * sigma_m);
mue.correctBoundaryConditions();
*/
mue.internalField() = mueNFac * eCharge.value() / 3.0
/ (sqrt(pi * eMass.value() * kB.value() * Te / 8.0) * sigma_m);
mue.correctBoundaryConditions();
sigma_m += X * csList[isp].value(meanEps);
}
sigma_m /= Xsum;
Info << min(sigma_m) << " / " << max(sigma_m) << endl;
/*
mue.internalField() = eCharge.value()
/ (sqrt(eMass.value() * kB.value() * Te) * sigma_m);
mue.correctBoundaryConditions();
*/
mue.internalField() = mueNFac * eCharge.value() / 3.0
/ (sqrt(pi * eMass.value() * kB.value() * Te / 8.0) * sigma_m);
mue.correctBoundaryConditions();
De = mue * Te * (kB / eCharge);
De.correctBoundaryConditions();