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Numerical analysis of the complete Euler system.

Thursday, April 26, 2018 5:15 PM;

JGU Mainz, Mathematics, Hilbert-Raum

Speaker: Eduard Feireisl; Czech Academy of Sciences, Prague & Einstein Professor, TU Berlin

We discuss convergence of numerical schemes for the complete Euler system describing the motion of an ideal compressible fluid. We show that under certain a priori assumptions, certain schemes generate a dissipative measure valued solution. In particular, the scheme converges to the classical solution of the continuous system as long as the latter exists.


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