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#1 |
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Guest
Posts: n/a
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Does anyone happen to know if there is second order version available of the downwind scheme? I would like to apply a second order scheme for the convection in the adjoint Euler equations. So far I could only find (and use succesfully) the first order downwind scheme, other schemes seem useless. There is nothing on downwind schemes in the manual either.
I tried to use schemes for vector fields in order to upwind according to the adjoint characteristic direction which is opposite to the physical characteristic direction, but this wasn't a cure either. regards, jlmr |
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#2 |
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Senior Member
Eugene de Villiers
Join Date: Mar 2009
Posts: 723
Rep Power: 10 ![]() |
I think you mean upwind. Downwind is unconditionally unstable.
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#3 |
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Senior Member
Hrvoje Jasak
Join Date: Mar 2009
Location: London, England
Posts: 1,695
Rep Power: 17 ![]() |
Be careful Eugene: he is solving the adjoint equation.
Hrv
__________________
Hrvoje Jasak |
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#4 |
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Guest
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Thank you Hrv for explaining...
So, nobody knows either who has implemented the downwind scheme so I can contact him or her? Then my other question is: would copying and modifying (for instance) the MUSCL scheme from upwind to downwind be a smart and easy way to write a higher order downwind scheme myself...? jlmr |
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#5 |
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Guest
Posts: n/a
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found it! simply add '2':
Gauss downwind 2; does the trick. Nice second order accurate solution! jlmr |
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