Convergence in Fluent at small (order 1) Re
We are calculating laminar flows at small (about 1) Reynolds numbers, and the convergence in Fluent is very slow; often iterations diverge. In fact, solving NSE with small Re is much easier but Fluent, obviously, is tuned to more common high-Re flows. Does anyone know a way around this?
Thanks in advance
|All times are GMT -4. The time now is 21:53.|