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Referring to the discretization of partial differential equations using Finite Volume Method.
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answer
331
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QUICK scheme derivation
I am reading about QUICK scheme for calculating the value of unknown variable $\phi$ in finite volume method. Given a locally one dimensional flow, we assume the value of $\phi$ is computed as a 2nd o …
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2
answers
637
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How to compute gradient of a cell having a boundary face?
In many situations in unstructured mesh solvers, one needs to compute gradient of arbitrary variable $\phi$ such as temperature or velocity at face centers (one of such situations is correction for me …
2
votes
Accepted
How to compute gradient of a cell having a boundary face?
Disclaimer: I'm not 100% sure but I thought that I should provide my working solution to the above problem, for any future visitor that might have the same questions. The answer is for a steady temper …
2
votes
1
answer
2k
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How to calculate skewness for a mesh?
I am writing a code to calculate mesh quality stats such as: cell volume, face areas and non-orthogonality between faces (basically something like OpenFOAM's checkMesh).
As per F. Moukalled et al, a m …
2
votes
3
answers
522
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Flux sign and face normal confusion in finite volume method
I implemented a solver for the 2D steady-state heat equation (without heat generation and homogeneous material) $\nabla. (k\nabla T) = 0$, using finite volume method, however, I am having some confusi …
2
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2
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Getting adjacent cells map for an unstructured polyhedral mesh
I am doing a little project on solving the heat equation using finite-volume method on a solid cube, I converted the polyhedral mesh of the cube to an OpenFOAM mesh.
I have a Python code where I pars …