Cemracs project: A composite finite volume scheme for the Euler equations with source term on unstructured meshes

In this work we focus on an adaptation of the method described in [1] in order to deal with source term in the 2D Euler equations. This method extends classical 1D solvers (such as VFFC, Roe, Rusanov) to the two-dimensional case on unstructured meshes. The resulting schemes are said to be composite...

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Bibliographic Details

Published in:	ESAIM. Proceedings and surveys Vol. 77; pp. 123 - 144
Main Authors:	Boujoudar, Mohammed, Franck, Emmanuel, Hoch, Philippe, Lasuen, Clément, Le Hénaff, Yoan, Paragot, Paul
Format:	Journal Article
Language:	English
Published:	Les Ulis EDP Sciences 2024
Subjects:	Discretization Euler-Lagrange equation Finite volume method
Online Access:	Get full text
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