instability problem for very low reynolds number range
Hi, I am looking for best spatial discretization scheme for following dimensionless parameters:
Re: 6.0E-5 - 0.6 Pr: 5.0E+7 - 1.5E+4 Pe: 3.0E+3 - 2.5E+3 Ra: 25E+1 - 3.0E+5
These are valid for very high viscous flows at high temperature range(1200K-1700K).
My aim is to solve instability problem encountered with different viscosity values.
Thank you for your time and considerations.
Re: instability problem for very low reynolds number range
Perhaps the Pracht's method be very good. See the following paper:
Pracht,W.E.,1971. A numerical method for calculating
transient creep flows. J.Comp.Physics
Good Luck for you.
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