|August 29, 2012, 10:26||
Need Confirmation - Eulerian solver for tiny particules
Join Date: Jul 2010
Posts: 237Rep Power: 9
Hi everyone, it would be nice if somebody can give me some confirmations on the general aspect of my algorithm and the "code" that follows (especially the translation of the equations). I want to setup an unsteady Eulerian solver to compute the behavior of tiny particles in a fluid (only the fluid impact the particules motion through the drag).
- volume fraction of the particles
- velocity of the particles
- function of the relative Reynolds number
- time respond of the particle
- velocity of the fluid
Continuity equation :
The algorithm I have in mind :
1) setup a "phi_alpha" flux equal to
2) initialize this flux in the createfield with:
"linearInterpolate(alpha)*linearInterpolate(u) & mesh.Sf()"
fvScalarMatrix cEqn ( fvm::ddt(alpha) + fvc::div(alpha_phi) ); cEqn.solve()
alpha_phi -= cEqn.flux();
6) solve the momentum equation using:
fvVectorMatrix uEqn ( fvm::ddt(alpha, u) + fvm::div(alpha_phi, u) == fRe / Tau * alpa * (V – u) ); uEqn.solve()
i) I'm not sure of the step 4... I kind of reproduce the simpleFoam code. Is there any documentation somewhere about the command ".flux" ?
ii) I'm not sure of the translation of the momentum equation step 6. Do I need to use a specific formulation for the source term ? Does the solver identify the last "u" by itself ?
Thank you in advance for reading this.
Last edited by fredo490; August 29, 2012 at 10:28. Reason: Tiny corrections
|September 13, 2012, 02:24||
Join Date: Feb 2012
Posts: 198Rep Power: 18
have a look into twoPhaseEulerFoam or bubbleFoam and the thesis of H. Rusche. They all deal with a Eulerian formulation of two-phase fluid flows.
I would recommend to get into bubbleFoam or twoPhaseEulerFoam and remove everything you don't need. Particles with constant diameter and only drag as momentum exchange should not be a big problem.
Last edited by GerhardHolzinger; September 13, 2012 at 02:27. Reason: added clarifiaction
|equations, euler, particles|
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