.:. Consultation > Par auteur > Abgrall .:.

100 documents classés par : Date Titre Nom du premier auteur Type de documents Date de dépôt

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Construction of high order non-upwind residual distribution Abgrall R., Larat A., Ricchiuto M. Dans ADIGMA - A European Initiative on the Development of Adaptive Higher-Order Variational Methods for Aerospace Applications, Springer (Kluwer Academic Publishers) (Ed.) (2010) [inria-00538855 - version 1]

Explicit Runge-Kutta Residual-Distribution schemes for time dependent problems Ricchiuto M., Abgrall R. Journal of Computational Physics 229, 16 (2010) 5653-5691 [inria-00538849 - version 1]

A comment on the computation of non-conservative products. Abgrall R., Smadar K. Karni@umich.Edu Journal of Computational Physics 229, 8 (2010) 2759-2763 [inria-00535567 - version 1]

Numerical simulation of unsteady MHD flows and applications Abgrall R., Ramet P., Huart R. MagnetoHydroDynamics Journal 45, 2 (2009) 225-232 [hal-00547413 - version 1]

Construction of high order residual distribution schemes for compressible flow problems Larat A., Abgrall R., Ricchiuto M. Dans ICOSAOM 09, International Conference on Spectral and High Order Methods (2009) [inria-00538921 - version 1]

Non-oscillatory high-order residual distribution schemes for the Euler equations Abgrall R., Larat A., Ricchiuto M. Dans First symposium on Current and New Trends in Scientific Computing (2009) [inria-00538871 - version 1]

Explicit Runge-Kutta Residual Distribution schemes for Time Dependent Problems: second order case Ricchiuto M., Abgrall R. N° RR-6998 (2009) [inria-00406958 - version 3]

Construction of simple stable and convergent high order schemes for steady first order (Hamilton Jacobi) equations Abgrall R. SIAM Journal on Scientific Computing 31, 4 (2009) 2419-2446 [inria-00403705 - version 1]

An example of high order Residual Distribution scheme using non Lagrange elements Abgrall R., Trefilick J. Journal of Scientific Computing (2009) [inria-00403691 - version 1]

A simple construction of very high order non oscillatory compact schemes on unstructured meshes. Abgrall R., Larat A., Ricchiuto M., Tavé C. Computers and Fluids 38, 7 (2009) 1314-1323 [inria-00333756 - version 1]