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View Code? Open in Web Editor NEWPython code for distributed optimal control of navier stokes equations
Python code for distributed optimal control of navier stokes equations
by now i use arbitrarily chosen shifts
for separate testing
because of the squaring in double precision we cannot go beyond 1e-8
as checked in the outer newton iteration
By now the size is constant...
by now i use arbitrarily chosen shifts
This will also fix the workaround with gamma
for the weighting of the terminal penalization
As it is, it is a potential error source...
formerly used values need to be deleted at initialisation
maybe its there.
By now, the call of condense_sysmats_bybcs
assumes that we gonna include the stiffness matrix.
For the numerical tests it didn't pose a problem, since v=0
at the boundary.
faster than SVD
see, e.g., ppt by Benner, Hossain, Stykel
started in pru
Patrick says: "It doesn't matter how you choose the shifts. Just make them vary in each iteration"
Penzl for the projected system. See paper by CLIFFE, GARRET & SPENCE 94
e.g. by explicitly computing the projectors and using scipy.linal.solve_lyapunov
it actually need
For the driven cavity the BCs are 'divergence free' and thus
This may not hold for other setups.
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