Titlebook: Hyperbolic Problems: Theory, Numerics, Applications; Seventh Internationa Rolf Jeltsch,Michael Fey Conference proceedings 1999 Springer Bas

Implicit

A Fed Back Level-Set Method for Moving Material-Void Interfaces,rove the geometrical resolution of free boundaries, as expected, the level-set method performs excellently. Concerning the improvement of physical (all other than merely geometrical) free-boundary properties, the method performs very well for downstream-facing fronts and is promising for upstream-facing ones.

Asperity

壓倒

0373-3149 . The speakers and contributors have been rigorously selected and present the state of the art in this field. The articles, both theoretical and numerical, encompass a wide range of applications, such as nonlinear waves in solids, various computational fluid dynamics from small-scale combustion to r

stress-test

Thyroxine

Transport Equations and Orlicz Spaces,ng function from the special class К. The solutions are constructed in Orlicz spaces as well, so these spaces occur to be the exact well-posedness classes for transport equations. The class К plays also the crucial role while formulating a generalization of the Gronwall’s lemma as well as Osgood-type theorem for ordinary differential equations.

厭惡

Wave Propagation Methods for Conservation Laws with Source Terms,te near-steady shallow water flow over variable topography. In this paper we extend this algorithm to near-steady flow of an ideal gas subject to a static gravitational field. The method is implemented in the software package CLAWPACK. The ability of this method to capture perturbed quasi-steady solutions is demonstrated with numerical examples.

fatty-streak

NOMAD

紅潤

A New Approach for a Flux Solver Taking into Account Source Terms, Viscous and Multidimensional Effr significantly improves the accuracy for a 2D Euler test case without source terms and for 1D and 2D combustion simulations with stiff source terms and viscous terms. The present consideration of source terms by the flux solver can be generalized to hyperbolic systems other than the Euler equations.

Negligible

Hyperbolic Problems: Theory, Numerics, ApplicationsSeventh Internationa