Unstable Solution in Forced Convection
I'm solving air-forced convection of motor using k epsilon turbulence model. I'm getting these warnings:
WARNING: Diss.-rate fully specified by two-layer wall treatment.
WARNING: inflow at outflow boundary: Outlet (mass/time: in=-2.920399e-03, out=4.139305e-02)
And my solution tends to be unstable.
I have attached pictures and input file for reference, Please give me an insight about this warnings and suggest if changes need to be made in the modelling. Thank you.
Answers
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In many instances when there is a large expansion between the inlet and outlet, you'll get reverse flow (backflow) at the outlet. This is likely what's happening here. There are typically two options:
1. Activate backflow conditions on the outflow boundary - and define the turbulence and temperature conditions of any incoming flow. Maybe 'average exiting' as the type?
2. Add a contraction beyond your area of interest - maybe beyond your current outflow to get back to maybe a similar exiting area to the inlet area - similar to the image below where the exit is at the top of the image. You can make the boundaries 'slip' on the outside of that extension/contraction so as not to influence pressure drop too much if that is of interest.
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