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Iterative procedure for multidimesional Euler equations 1 Abstracts A numerical iterative scheme is suggested to solve the Euler equations in two and three dimensions. The step of the iteration procedure consists of integration over the velocity which is here carried out by three diierent approximate integration methods, and in particular, by a special(More)
The aim of this article is to show that moment approximations of kinetic equations based on a Maximum Entropy approach can suuer from severe drawbacks if the kinetic velocity space is unbounded. As example, we study the Fokker Planck equation where explicit expressions for the moments of solutions to Riemann problems can be derived. The quality of the(More)
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