Hybrid Godunov-Glimm Method for a Nonconservative Hyperbolic System with Kinetic Relations

Author:

Audebert Bruno,Coquel Frédéric

Publisher

Springer Berlin Heidelberg

Reference5 articles.

1. Audebert, B.: Shock Wave-Turbulence Interactions in Reynolds Stress Models. PhD Thesis, ONERA and University Pierre et Marie Curie, France (2006)

2. C. Berthon, Coquel F., Leffoch, P.G.: Entropy dissipation measure and kinetic relation associated with nonconservative hyperbolic systems, to be submitted.

3. Berthon, C., Coquel, F.: Nonlinear projection methods for multi-entropies Navier- Stokes systems, Innovative methods for numerical solutions of partial differential equations, Hafez M.M. et al., World Scientific, 278–304 (2002)

4. Chalons, C., Coquel F.: The Riemann problem for the multi-pressure Euler system, Journal of Hyperbolic Differential Equations, 2, 3, 745–782 (2005)

5. Brun, G., Hérard, J. M., Jeandel, D., Uhlmann, M.: Roe-type Riemann Solver for a Class of Realizable Second Order Closures, IJCFD, 13, 223–249 (2000)

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