266 lines
12 KiB
C
266 lines
12 KiB
C
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// Calculate third order dissipative term as outlined by Demirdzic
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// This removes unphysical high frequency oscillations that may
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// appear in the solution. This term goes to zero on convergence
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// assuming a linear/quadratic displacement field, or the error
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// is second order
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// volVectorField divThirdOrderTerm
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// (
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// IOobject
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// (
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// "divThirdOrderTerm",
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// runTime.timeName(),
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// mesh,
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// IOobject::NO_READ,
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// IOobject::NO_WRITE
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// ),
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// mesh,
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// dimensionedVector("zero", dimForce/dimVolume, vector::zero)
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// );
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// average gradU of neighbouring cell centres
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// interpolation scheme should be midPoint
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surfaceTensorField averageGradU("averageGradU", fvc::interpolate(gradU, "averageGradU"));
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// average face gradU extrapolated from neighbouring cell centres
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surfaceTensorField extrapGradU
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(
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IOobject
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(
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"extrapGradU",
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runTime.timeName(),
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mesh,
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IOobject::NO_READ,
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IOobject::NO_WRITE
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),
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mesh,
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dimensionedTensor("zero", dimless, tensor::zero)
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);
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volVectorField gradGradUcompXX = fvc::grad(gradU.component(tensor::XX), "gradGradU");
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volVectorField gradGradUcompXY = fvc::grad(gradU.component(tensor::XY), "gradGradU");
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volVectorField gradGradUcompXZ = fvc::grad(gradU.component(tensor::XZ), "gradGradU");
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volVectorField gradGradUcompYX = fvc::grad(gradU.component(tensor::YX), "gradGradU");
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volVectorField gradGradUcompYY = fvc::grad(gradU.component(tensor::YY), "gradGradU");
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volVectorField gradGradUcompYZ = fvc::grad(gradU.component(tensor::YZ), "gradGradU");
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volVectorField gradGradUcompZX = fvc::grad(gradU.component(tensor::ZX), "gradGradU");
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volVectorField gradGradUcompZY = fvc::grad(gradU.component(tensor::ZY), "gradGradU");
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volVectorField gradGradUcompZZ = fvc::grad(gradU.component(tensor::ZZ), "gradGradU");
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// third order tensor components
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volScalarField gradGradUXXX = gradGradUcompXX.component(vector::X);
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volScalarField gradGradUXXY = gradGradUcompXY.component(vector::X);
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volScalarField gradGradUXXZ = gradGradUcompXZ.component(vector::X);
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volScalarField gradGradUXYX = gradGradUcompYX.component(vector::X);
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volScalarField gradGradUXYY = gradGradUcompYY.component(vector::X);
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volScalarField gradGradUXYZ = gradGradUcompYZ.component(vector::X);
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volScalarField gradGradUXZX = gradGradUcompZX.component(vector::X);
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volScalarField gradGradUXZY = gradGradUcompZY.component(vector::X);
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volScalarField gradGradUXZZ = gradGradUcompZZ.component(vector::X);
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volScalarField gradGradUYXX = gradGradUcompXX.component(vector::Y);
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volScalarField gradGradUYXY = gradGradUcompXY.component(vector::Y);
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volScalarField gradGradUYXZ = gradGradUcompXZ.component(vector::Y);
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volScalarField gradGradUYYX = gradGradUcompYX.component(vector::Y);
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volScalarField gradGradUYYY = gradGradUcompYY.component(vector::Y);
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volScalarField gradGradUYYZ = gradGradUcompYZ.component(vector::Y);
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volScalarField gradGradUYZX = gradGradUcompZX.component(vector::Y);
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volScalarField gradGradUYZY = gradGradUcompZY.component(vector::Y);
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volScalarField gradGradUYZZ = gradGradUcompZZ.component(vector::Y);
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volScalarField gradGradUZXX = gradGradUcompXX.component(vector::Z);
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volScalarField gradGradUZXY = gradGradUcompXY.component(vector::Z);
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volScalarField gradGradUZXZ = gradGradUcompXZ.component(vector::Z);
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volScalarField gradGradUZYX = gradGradUcompYX.component(vector::Z);
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volScalarField gradGradUZYY = gradGradUcompYY.component(vector::Z);
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volScalarField gradGradUZYZ = gradGradUcompYZ.component(vector::Z);
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volScalarField gradGradUZZX = gradGradUcompZX.component(vector::Z);
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volScalarField gradGradUZZY = gradGradUcompZY.component(vector::Z);
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volScalarField gradGradUZZZ = gradGradUcompZZ.component(vector::Z);
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forAll(extrapGradU.internalField(), facei)
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{
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const label own = mesh.owner()[facei];
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const label nei = mesh.neighbour()[facei];
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const vector deltaOwn = mesh.Cf()[facei] - mesh.C()[own];
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const vector deltaNei = mesh.Cf()[facei] - mesh.C()[nei];
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const tensor& gradUOwn = gradU.internalField()[own];
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const tensor& gradUNei = gradU.internalField()[nei];
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// as there is there is no thirdOrderTensor class, we will
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// calculate (deltaOwn&gradGradUOwn) out manually
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// tensor deltaOwnDotgradGradUOwn = tensor::zero;
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// tensor deltaNeiDotgradGradUNei = tensor::zero;
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// deltaOwnDotgradGradUOwn[tensor::XX] = deltaOwn & gradGradUcompXX.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::XX] = deltaNei & gradGradUcompXX.internalField()[nei];
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// deltaOwnDotgradGradUOwn[tensor::XY] = deltaOwn & gradGradUcompXY.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::XY] = deltaNei & gradGradUcompXY.internalField()[nei];
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// deltaOwnDotgradGradUOwn[tensor::XZ] = deltaOwn & gradGradUcompXZ.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::XZ] = deltaNei & gradGradUcompXZ.internalField()[nei];
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// deltaOwnDotgradGradUOwn[tensor::YX] = deltaOwn & gradGradUcompYX.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::YX] = deltaNei & gradGradUcompYX.internalField()[nei];
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// deltaOwnDotgradGradUOwn[tensor::YY] = deltaOwn & gradGradUcompYY.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::YY] = deltaNei & gradGradUcompYY.internalField()[nei];
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// deltaOwnDotgradGradUOwn[tensor::YZ] = deltaOwn & gradGradUcompYZ.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::YZ] = deltaNei & gradGradUcompYZ.internalField()[nei];
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// deltaOwnDotgradGradUOwn[tensor::ZX] = deltaOwn & gradGradUcompZX.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::ZX] = deltaNei & gradGradUcompZX.internalField()[nei];
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// deltaOwnDotgradGradUOwn[tensor::ZY] = deltaOwn & gradGradUcompZY.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::ZY] = deltaNei & gradGradUcompZY.internalField()[nei];
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// deltaOwnDotgradGradUOwn[tensor::ZZ] = deltaOwn & gradGradUcompZZ.internalField()[own];
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// deltaNeiDotgradGradUNei[tensor::ZZ] = deltaNei & gradGradUcompZZ.internalField()[nei];
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scalar gradGradUXXXOwn = gradGradUXXX.internalField()[own];
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scalar gradGradUXXYOwn = gradGradUXXY.internalField()[own];
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scalar gradGradUXXZOwn = gradGradUXXZ.internalField()[own];
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scalar gradGradUXYXOwn = gradGradUXYX.internalField()[own];
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scalar gradGradUXYYOwn = gradGradUXYY.internalField()[own];
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scalar gradGradUXYZOwn = gradGradUXYZ.internalField()[own];
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scalar gradGradUXZXOwn = gradGradUXZX.internalField()[own];
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scalar gradGradUXZYOwn = gradGradUXZY.internalField()[own];
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scalar gradGradUXZZOwn = gradGradUXZZ.internalField()[own];
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scalar gradGradUYXXOwn = gradGradUYXX.internalField()[own];
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scalar gradGradUYXYOwn = gradGradUYXY.internalField()[own];
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scalar gradGradUYXZOwn = gradGradUYXZ.internalField()[own];
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scalar gradGradUYYXOwn = gradGradUYYX.internalField()[own];
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scalar gradGradUYYYOwn = gradGradUYYY.internalField()[own];
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scalar gradGradUYYZOwn = gradGradUYYZ.internalField()[own];
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scalar gradGradUYZXOwn = gradGradUYZX.internalField()[own];
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scalar gradGradUYZYOwn = gradGradUYZY.internalField()[own];
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scalar gradGradUYZZOwn = gradGradUYZZ.internalField()[own];
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scalar gradGradUZXXOwn = gradGradUZXX.internalField()[own];
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scalar gradGradUZXYOwn = gradGradUZXY.internalField()[own];
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scalar gradGradUZXZOwn = gradGradUZXZ.internalField()[own];
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scalar gradGradUZYXOwn = gradGradUZYX.internalField()[own];
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scalar gradGradUZYYOwn = gradGradUZYY.internalField()[own];
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scalar gradGradUZYZOwn = gradGradUZYZ.internalField()[own];
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scalar gradGradUZZXOwn = gradGradUZZX.internalField()[own];
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scalar gradGradUZZYOwn = gradGradUZZY.internalField()[own];
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scalar gradGradUZZZOwn = gradGradUZZZ.internalField()[own];
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// nei
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scalar gradGradUXXXNei = gradGradUXXX.internalField()[nei];
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scalar gradGradUXXYNei = gradGradUXXY.internalField()[nei];
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scalar gradGradUXXZNei = gradGradUXXZ.internalField()[nei];
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scalar gradGradUXYXNei = gradGradUXYX.internalField()[nei];
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scalar gradGradUXYYNei = gradGradUXYY.internalField()[nei];
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scalar gradGradUXYZNei = gradGradUXYZ.internalField()[nei];
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scalar gradGradUXZXNei = gradGradUXZX.internalField()[nei];
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scalar gradGradUXZYNei = gradGradUXZY.internalField()[nei];
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scalar gradGradUXZZNei = gradGradUXZZ.internalField()[nei];
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scalar gradGradUYXXNei = gradGradUYXX.internalField()[nei];
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scalar gradGradUYXYNei = gradGradUYXY.internalField()[nei];
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scalar gradGradUYXZNei = gradGradUYXZ.internalField()[nei];
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scalar gradGradUYYXNei = gradGradUYYX.internalField()[nei];
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scalar gradGradUYYYNei = gradGradUYYY.internalField()[nei];
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scalar gradGradUYYZNei = gradGradUYYZ.internalField()[nei];
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scalar gradGradUYZXNei = gradGradUYZX.internalField()[nei];
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scalar gradGradUYZYNei = gradGradUYZY.internalField()[nei];
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scalar gradGradUYZZNei = gradGradUYZZ.internalField()[nei];
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scalar gradGradUZXXNei = gradGradUZXX.internalField()[nei];
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scalar gradGradUZXYNei = gradGradUZXY.internalField()[nei];
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scalar gradGradUZXZNei = gradGradUZXZ.internalField()[nei];
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scalar gradGradUZYXNei = gradGradUZYX.internalField()[nei];
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scalar gradGradUZYYNei = gradGradUZYY.internalField()[nei];
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scalar gradGradUZYZNei = gradGradUZYZ.internalField()[nei];
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scalar gradGradUZZXNei = gradGradUZZX.internalField()[nei];
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scalar gradGradUZZYNei = gradGradUZZY.internalField()[nei];
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scalar gradGradUZZZNei = gradGradUZZZ.internalField()[nei];
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tensor deltaOwnDotgradGradUOwn =
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tensor(
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deltaOwn.x()*gradGradUXXXOwn + deltaOwn.y()*gradGradUYXXOwn + deltaOwn.z()*gradGradUZXXOwn,
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deltaOwn.x()*gradGradUXXYOwn + deltaOwn.y()*gradGradUYXYOwn + deltaOwn.z()*gradGradUZXYOwn,
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deltaOwn.x()*gradGradUXXZOwn + deltaOwn.y()*gradGradUYXZOwn + deltaOwn.z()*gradGradUZXZOwn,
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deltaOwn.x()*gradGradUXYXOwn + deltaOwn.y()*gradGradUYYXOwn + deltaOwn.z()*gradGradUZYXOwn,
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deltaOwn.x()*gradGradUXYYOwn + deltaOwn.y()*gradGradUYYYOwn + deltaOwn.z()*gradGradUZYYOwn,
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deltaOwn.x()*gradGradUXYZOwn + deltaOwn.y()*gradGradUYYZOwn + deltaOwn.z()*gradGradUZYZOwn,
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deltaOwn.x()*gradGradUXZXOwn + deltaOwn.y()*gradGradUYZXOwn + deltaOwn.z()*gradGradUZZXOwn,
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deltaOwn.x()*gradGradUXZYOwn + deltaOwn.y()*gradGradUYZYOwn + deltaOwn.z()*gradGradUZZYOwn,
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deltaOwn.x()*gradGradUXZZOwn + deltaOwn.y()*gradGradUYZZOwn + deltaOwn.z()*gradGradUZZZOwn
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);
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tensor deltaNeiDotgradGradUNei =
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tensor(
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deltaNei.x()*gradGradUXXXNei + deltaNei.y()*gradGradUYXXNei + deltaNei.z()*gradGradUZXXNei,
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deltaNei.x()*gradGradUXXYNei + deltaNei.y()*gradGradUYXYNei + deltaNei.z()*gradGradUZXYNei,
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deltaNei.x()*gradGradUXXZNei + deltaNei.y()*gradGradUYXZNei + deltaNei.z()*gradGradUZXZNei,
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deltaNei.x()*gradGradUXYXNei + deltaNei.y()*gradGradUYYXNei + deltaNei.z()*gradGradUZYXNei,
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deltaNei.x()*gradGradUXYYNei + deltaNei.y()*gradGradUYYYNei + deltaNei.z()*gradGradUZYYNei,
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deltaNei.x()*gradGradUXYZNei + deltaNei.y()*gradGradUYYZNei + deltaNei.z()*gradGradUZYZNei,
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deltaNei.x()*gradGradUXZXNei + deltaNei.y()*gradGradUYZXNei + deltaNei.z()*gradGradUZZXNei,
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deltaNei.x()*gradGradUXZYNei + deltaNei.y()*gradGradUYZYNei + deltaNei.z()*gradGradUZZYNei,
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deltaNei.x()*gradGradUXZZNei + deltaNei.y()*gradGradUYZZNei + deltaNei.z()*gradGradUZZZNei
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);
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// get average of extrapolated values
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tensor extrapFaceGrad =
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0.5*
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(
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gradUOwn + (deltaOwnDotgradGradUOwn)
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+
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gradUNei + (deltaNeiDotgradGradUNei)
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);
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extrapGradU.internalField()[facei] = extrapFaceGrad;
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}
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// correction is zero on boundary
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forAll(extrapGradU.boundaryField(), patchi)
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{
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extrapGradU.boundaryField()[patchi] =
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averageGradU.boundaryField()[patchi];
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}
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// calculate thirdOrderTerm
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volVectorField divThirdOrderTerm (
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"thirdOrderTerm",
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fvc::div(
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(2*muf+lambdaf)*mesh.Sf()
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& (extrapGradU - averageGradU)
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)
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);
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// if(runTime.outputTime())
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// {
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// divThirdOrderTerm.write();
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// averageGradU.write();
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// extrapGradU.write();
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// }
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