[solver-time-integrator]
formulation = dual
scheme = bdf2
pseudo-scheme = tvd-rk3
tstart = 0.0
tend = 100.0
dt = 1
pseudo-dt = 0.01
controller = none
pseudo-niters-max = 20
pseudo-niters-min = 5
pseudo-aresid = 1e-5
pseudo-rresid = 1e-5
100.00/100.00 ela: 00:00:04 rem: 00:00:00
I also tried to use pseudo-dt = 0.05 and 0.1 but it resulted in NaN error. My question is:
a. What is wrong with this euler-vortex case using dual time stepping?
b. What can I expect from using dual-stepping?
Hi!
A. The difference between the results is resulting from the lack
of convergence. Since you have specified your real time step a
hundred times larger than your pseudo time step, it is unlikely
that 20 iterations (your max) would be sufficient to converge each
pseudo steady state (that is each real time step).
B. Dual time stepping can be used as an acceleration method when used together with a fast steady state solver. It was added to accommodate for instance the method of artificial compressibility (incompressible Navier-Stokes), which is included in the next release.
Best regards,
Niki
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