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interFoam: hydrostatic pressure drives flow in nonorthogonal mesh 

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May 11, 2010, 05:23 
interFoam: hydrostatic pressure drives flow in nonorthogonal mesh

#1 
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Kasper Kærgaard
Join Date: May 2010
Posts: 5
Rep Power: 8 
Dear Forum.
I have a problem wiith interFoam. With a plane water surface and no flow trough any boundaries I get a flow along the bottom boundary when the mesh elements near the boundary are nonorthogonal. I expected zero velocity everywhere. The flow velocity increases as time goes and ends up blowing up the computation. I have attatched an image showing the same simulation with slightly different meshes the top one has a maximum nonorthogonality of 65, the middle 35 and the bottom 15 (mesh is made using snappyMesh). The shown time is 0.01 s. I would like to be able to run the simulaiton with a larger nonorthogonality since this will describe my bottom better. I have tried nOrthoCorrectors = 5, with no improvement, I have also tried different combinations of schemes for laplace (MUSCL uncorrected, corrected linear, upwind), and div (MUSCL, upwind, linear). Any ideas are most welcome. Best regards Kasper My fvSolution file is: solvers { pcorr PCG { preconditioner DIC; tolerance 1e10; relTol 0; }; p PCG { preconditioner DIC; tolerance 1e10; relTol 0; }; pFinal PCG { preconditioner DIC; tolerance 1e10; relTol 0; }; U PBiCG { preconditioner DILU; tolerance 1e10; relTol 0; }; } PISO { pdRefCell 0; pdRefValue 0; momentumPredictor yes; nCorrectors 3; nNonOrthogonalCorrectors 5; nAlphaCorr 1; nAlphaSubCycles 1; cAlpha 1; } fvSchemes: ddtSchemes { default Euler; } gradSchemes { default Gauss linear; grad(U) Gauss linear; grad(alpha) Gauss linear; } divSchemes { default Gauss linear; // div(rho*phi,U) Gauss MUSCL; // div(phi,alpha) Gauss vanLeer; // div(phirb,alpha) Gauss interfaceCompression; } laplacianSchemes { default Gauss upwind phi corrected; } interpolationSchemes { default linear; } snGradSchemes { default corrected; } fluxRequired { default yes; p; pcorr; alpha; } 

September 28, 2010, 12:40 

#2 
New Member
afshar
Join Date: Jan 2010
Posts: 5
Rep Power: 8 
Hi Casper
I have faced the same problem as you. The case is a 3D wave tank with a sloping bed. For a simple test (still water in the basin with hydrostatic pressure and no wave) interFoam gives nonphysical flows over and around the sloping bed. The DeltaT decreases continuously and finally the run blows up. Could you please kindly tell me if you have found any way out of this problem? Best Regards Mostafa 

September 29, 2010, 05:17 

#3 
New Member
Kasper Kærgaard
Join Date: May 2010
Posts: 5
Rep Power: 8 
As I remember: use quad as grad scheme


September 5, 2011, 10:56 
Could you explain how you solve the problem?

#4 
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Charlie
Join Date: Dec 2010
Location: 415 Kinross Dr. Newark, DE 19711
Posts: 80
Rep Power: 7 
Hi kaergaard,
Could you explain a little bit about the gradScheme : quad? Since I'm sending wave into a box at one inlet, and top as atmosphere, other 4 walls. however, It keeps blowing up after few seconds of simulation. Could you share with us how you solve the problem? Thanks ! Zhen 

September 6, 2011, 01:09 

#5 
New Member
Kasper Kærgaard
Join Date: May 2010
Posts: 5
Rep Power: 8 
An even better solution to solve the original problem in this thread is to upgrade to openfoam 1.7.x where the formulation in interfoam has been changed back so it again (like in 1.5.x) solve for excess pressure. Since I switched to 1.7.x I have not has the problem.
Zhen: I don't think I can help with your wave simulation which is blowing up, but an idea is to use upwing scheme for all your divergence schemes and all your interpolation schemes. 

September 6, 2011, 07:39 
Thanks, runs wells now!

#6  
Member
Charlie
Join Date: Dec 2010
Location: 415 Kinross Dr. Newark, DE 19711
Posts: 80
Rep Power: 7 
Hi kaergaard,
Thank you very much for your advice! right now, I'm using CrankNicholson as ddtScheme, fourth as gradScheme, and Gauss linearUpwind cellLimited Causs linear 1 as div(rho*phi,U) , and it runs well now. Quote:


Tags 
hydrostatic, interfoam, nonorthogonal 
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