Porous media
Homogeneous porous media are modeled by the addition of a momentum source term, \(\boldsymbol{S}_{pm}\), to the fluid momentum equation.
\[\boldsymbol{S}_{pm} =-\frac{\mu_f}{C_1} \boldsymbol{u}_f - C_2\frac{1}{2}\rho_f\lvert \boldsymbol{u}_f \rvert \boldsymbol{u}_f\]
\(\mu_f\), \(\rho_f\), and \(\boldsymbol{u}_f\) are the fluid viscosity, density, and velocity and \(C_1\) and \(C_2\) are user defined constants.
The following inputs are defined using the pm prefix.
Description |
Type |
Default |
|
|---|---|---|---|
regions |
Regions used to define porous media. |
String |
None |
[region].fluid.volfrac |
Fluid volume fraction of the porous media region. |
Real |
None |
[region].c1 |
Porous media permeabilty constant for the source term in fluid momentum equation. |
Real |
None |
[region].c2 |
Porous media inertial resistance factor for the source term in fluid momentum equation. |
Real |
None |