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Progress on the multi-dimensional Euler equations, theory and numerics

Christian Klingenberg, Dept. of Mathematics Univ. of Wuerzburg, Germany
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Christian Klingenberg, Dept. of Mathematics Univ. of Wuerzburg, Germany
When Sep 11, 2018
from 02:00 PM to 03:00 PM
Where LH 006
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Abstract:  We demonstrate how the compressible Euler equations in two and three space need to be treated differently from these equations in one space dimension. This pertains both to the well-posedness theory and to devising numerical schemes. This is joint work with Simon Markfelder and Wasilij Barsukow.

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