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High Order Scheme for a Non Linear Maxwell System Modelling Kerr Effect

Abstract

The paper is devoted to the derivation of an efficient numerical scheme for the Kerr-Maxwell system. We begin by studying the 1-D Riemann problem. We obtain a result of existence and uniqueness for large data. Then we develop a high order Roe solver and exhibit solutions in 1-d and 2-d simulatio- ns

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