Stability of Finite Difference Schemes for Hyperbolic Systems in
Two Space Dimensions
We study the stability of some finite difference schemes for
hyperbolic systems in two space dimensions.
The grid is assumed to be cartesian, but the space steps in each
direction are not necessarily equal.
Our sufficient stability conditions are shown to be also necessary for
one concrete example.
We conclude with some numerical illustrations of our results.
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- Jean-Francois Coulombel,
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April 7 2005.
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