Closed cekees closed 9 years ago
We're solving the multiphase flow equations sequentially 1) Navier-Stokes 2) VOF 3) Level Set 4) Redistance Level Set 5) Correct Mass
While each step is theoretically unconditionally stable and uses and implicit time discretization, the splitting in the steps introduces "splitting error" that can lead to poor results. In practice we find that running with a CFL less than one is necessary for accuracy.
That said, I found that the time step is severely restricted in the 2D Ubbink problem after the wave hits the obstacle and shoots over the top of it. I'm going to look at the velocities more closely and see if they are actually generated by high air-phase velocities. We may need a better turbulence model for the air phase.
After doing a lot of testing, I think runCFL=0.9 seems to be a good choice for most of the problems.
@ezve and @adimako found that "During simulations with more refined meshes, it was observed that in some cases, a Courant number restriction of 0.33 resulted in very low time-steps that excessively increased the computational time. We would like more information about the stability (CFL or VSL) restrictions of the numerical method"