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February 25, 2012, 18:59 |
nonlinear/linear stability
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#1 |
Member
Shenren Xu
Join Date: Jan 2011
Location: London, U.K.
Posts: 67
Rep Power: 15 |
Hello all,
I have a quite basic CFD question to ask: How does a steady flow solver manage to get a steady flow solution when the flow is intrinsically unsteady? For example, when I run a simple case of Re=50 laminar flow around a naca airfoil with a blunt trailing edge. If the mesh is coarse enough, my NS solver can converge to machine precision easily; but if the mesh is refined enough, the solver goes to a LCO, although the convergence level is also relatively low. Could anyone give me some hint on how to look at this phenomenon? I find it hard to ask the "right" question here, but my first question would be: how does the coarse mesh suppress the unsteadiness and help with the convergence to "steady state"? Then, how is linear/nonlinear stability play a role in this? Thanks in advance. Shenren |
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