Titlebook: Hyperbolic Problems: Theory, Numerics, Applications; Proceedings of the E Sylvie Benzoni-Gavage,Denis Serre Conference proceedings 2008 Spr

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Density

Dissipative Structure of Regularity-Loss Type and Applicationsfound in the study of the dissipative Timoshenko system. This new dissipativity is of regularity-loss type and causes difficulties in solving the nonlinear problems. We present a time-weighted energy method to resolve the difficulties.

NAUT

Exact Solutions to Supersonic Flow onto a Solid Wedgent-state regions, the upstream, and downstream area. The downstream area has higher density, but lower velocity, with direction tangential to the wedge surface. An alternative point of view is to consider flow parallel to a wall, up to a concave corner.

健谈

痛恨

synovium

ently in interaction with a variety of scientific domains, including fluid dynamics, physics, electromagnetism, chemistry, biology, road and network traffic, and engineering. Many of these papers present new effective numerical methods and their application in various contexts..978-3-662-50169-6978-3-540-75712-2

Incumbent

On Compressible Current–Vortex Sheetsis a necessary step to show the local-in-time existence of “stable” current–vortex sheet solutions to the nonlinear equations of ideal compressible MHD by a suitable Nash– Moser-type iteration scheme. Since the tangential discontinuity is characteristic, the functional setting is provided by the anisotropic weighted Sobolev spaces....

inflame

meditation

CONE

Higher Order Numerical Schemes for Hyperbolic Systems with an Application in Fluid Dynamics step. Moreover, we discuss a use of non-reflecting boundary conditions at inflow/outflow parts of boundary and present a stabilization technique that avoid spurious oscillations of numerical solution in vicinity of shock waves. Finally, two numerical examples of unsteady compressible flow demonstrating an efficiency of the scheme are presented.