Application of timestepping schemes based on time discontinuous Galerkin methods to multi-dimensional examples
Résumé
Classic timestepping schemes for nonsmooth dynamical systems are locally of integration order one both in smooth and nonsmooth periods. A consistent enhancement based on time discontinuous Galerkin methods and splitting of smooth and nonsmooth force propagation is presented. Convergence and general behaviour are discussed with different multi-dimensional examples with and without considering friction.
Origine : Fichiers produits par l'(les) auteur(s)
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