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Usinng divDevReff vs div(R) + laplacian(nu,U) |
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March 29, 2010, 17:20 |
Usinng divDevReff vs div(R) + laplacian(nu,U)
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Member
Matthew J. Churchfield
Join Date: Nov 2009
Location: Boulder, Colorado, USA
Posts: 49
Rep Power: 18 |
I am wondering if anyone can help with a problem I am encountering. I need to apply boundary conditions on SGS stresses in addition to nuSgs. I would like to perform near-wall modeling in LES by setting the stess at the wall.
Therefore, I have reformulated the UEqn matrix in a PISO solver to look like: fvm::ddt(U) + fvm:div(phi,U) + div(R) + laplacian(nu,U) where R = turbulence->R(); Originally, the code is as follows: fvm::ddt(U) + fvm:div(phi,U) + turbulence->divDevReff(U) I am finding that if I set the value of the shear stress at the ground, the solution develops very oscillatory instabilities. If I set the boundary condition of R to zeroGradient, things are okay, but I need to be able to set specific stress tensor values at the ground. Any ideas?? Thanks, Matt |
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