Descriptor: "Schéma centré" - Searchworks@Jio Institute Digital Library Search Results

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Author: Cohen, Gary, Ferrieres, Xavier, and Pernet, Sébastien
Subjects: *GALERKIN methods, *NUMERICAL analysis, *MAXWELL equations, *TIME-domain analysis, *MATHEMATICAL functions, *APPROXIMATION theory
Abstract: Abstract: In this article, we describe a new high-order Discontinuous Galerkin approach to Maxwell''s equations in the time domain. This approach is based on hexahedral meshes and uses a mass-lumping technique. Thanks to the orthogonality of the basis functions and a judicious choice of the approximation spaces, it provides an efficient solver for these equations in terms of storage and CPU time. To cite this article: G. Cohen et al., C. R. Physique 7 (2006). [Copyright &y& Elsevier]
Published: 2006
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Author: VILAR, François, Abgrall, Rémi, Maire, Pierre-Henri, Bouché, Daniel, Colin, Thierry, Le Tallec, Patrick, Loubère, Raphaël, Shu, Chi-Wang, and Després, Bruno
Subjects: Tenseur gradient de déformation, Ordre élevé, Galerkin discontinu, Hydrodynamique Lagrangienne, Schéma centré, Courbes de Bézier

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