Virtual Mass Stress Model Reference
The Virtual Mass Stress model models the effect of turbophoresis in bubbly flows. This model complements the Virtual Mass Force model, which covers only the effect of mean flow acceleration.
The Virtual Mass Stress ( ) is the term which arises from Reynolds averaging of the instantaneous virtual mass force (see Eqn. (2012)). The main application of the Virtual Mass Stress model is in turbulent bubbly flows simulated with full Reynolds Stress turbulence models, where it moderates the sensitivity of large bubbles to turbulent fluctuations.
The Virtual Mass Stress model can also be used to improve the behavior of bubbly flows simulated with K-epsilon or K-omega models with the Normal Stress Term activated. However, if you find that the effect of the Normal Stress Term is significant, then a full Reynolds Stress approach is likely to be more realistic and is recommended.
Theory | See Virtual Mass. | |
Provided By | ||
Example Node Path | ||
Requires |
Physics continuum selections:
Two Eulerian phases are required. A Continuous-Dispersed Topology phase interaction is required. Phase interaction selections:
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Activates | Physics Models |
Virtual Mass Coefficient, Virtual Mass Force (activated automatically) |
Properties | None. |