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Hello, Each time a derivative is computed, the field is extended inside the solid. The extension will be compatible with the boundary condition at the fluid-solid interface. The resulting convection / diffusion should include the effect of the solid on the fluid. The pressure solver also takes into account the existence of the solid. See https://github.com/xcompact3d/Incompact3d/blob/master/src/derive.f90 For more information, see https://theses.fr/2021POIT2302 and the references therein. Please provide direct links to the source code instead of snapshots. Best regards, |
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Hello,
Each time a derivative is computed, the field is extended inside the solid. The extension will be compatible with the boundary condition at the fluid-solid interface. The resulting convection / diffusion should include the effect of the solid on the fluid. The pressure solver also takes into account the existence of the solid.
See https://github.com/xcompact3d/Incompact3d/blob/master/src/derive.f90
For more information, see https://theses.fr/2021POIT2302 and the references therein.
Please provide direct links to the source code instead of snapshots.
Best regards,
Mathrack