Technical Report 2006-027

Error Bounded Schemes for Time-Dependent Hyperbolic Problems

Jan Nordström

May 2006

Abstract:
In this paper we address the error growth in time for hyperbolic problems on first order form. The energy method is used to study when an error growth or a fixed error bound is obtained. It is shown that the choice of boundary procedure is a crucial point. Numerical experiments corroborate the theoretical findings.

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