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A comparative study of numerical schemes for the Baer-Nunziato model

Tuesday 13 December 2016, by Dallet Sophie


The present paper is devoted to a comparison of numerical methods for the convective part of a two-phase flow model. Four explicit schemes are tested using Riemann problems or regular solutions. The main criteria for comparing the methods are: the accuracy for a fixed size of mesh, the convergence, the robustness and the CPU time cost necessary to reach a fixed error. The conclusions of this study are the following. The clas- sical Rusanov scheme is not competitive, as expected. The relaxation scheme seems to be more efficient than the VFROE-ncv method, espe- cially regarding robustness. The staggered scheme, recently investigated for this model, is sometimes less accurate for a fixed size of mesh than the VFROE-ncv and relaxation schemes but is the most acurate for a fixed run time.

Keywords : Baer-Nunziato model, benchmark study, explicit schemes.

Paper presented by: Jean-Marc Hérard

logo_hal Voir sur HAL : https://hal.archives-ouvertes.fr/hal-01412148

Administrateur : Fayssal BENKHALDOUN
ISSN 1634-0655
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