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Porous media - Ergun equation implementation
Posted 2020年5月4日 GMT-4 21:52 Fluid & Heat, General, Computational Fluid Dynamics (CFD), Porous Media Flow, Mesh Version 5.5 0 Replies
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Hello
I’m doing simulation of airflow through porous media. According to the characteristics of the flow and the geometry, the flow is turbulent, so after doing some simulations, the physics chosen was k-epsilon Low-Re, because of the wall treatment (Low Re). Geometry is a 2D rectangle representing a long tube with the porous bed in the middle of it.
I included a volume force in order to simulate porous media. At flow conditions, the equation that represent it is Ergun Equation ( that could be expressed as Forchheimer eq). My implementation was as simple as :
Where ka is the permeability and b is beta parameter from Ergun equation shown at fig 5.
So, when I defined a horizontal cut line in the middle of the bed to see velocity profile, I found a problem because a velocity peak is shown at each side, near to the wall (fig 2 and fig 3). Since properties are isotropic, there no reason for this, so, there is something wrong.
I think it is not a boundary layer problem because I simulated it when having a fully developed flow and with 12 boundary layers (as default), shown at fig 1. Minimum mesh quality is 0.45, which I think is not so bad. I tried also using laminar flow conditions and Fluid and Matrix Properties as default which uses Darcy's Law, but the profile was similar.
Has anyone had this kind of problem? Am I missing something? How could I overcome this problem??
thanks in advance, Jhoan G.
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Hello Jhoan Guerrero
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