Shock jump relations for multiphase mixtures with stiff mechanical relaxation |
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Authors: | R Saurel O Le Métayer J Massoni S Gavrilyuk |
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Institution: | 1.Polytech Marseille, UMR CNRS 6595 (IUSTI),Technop?le de Chateau Gombert,Marseille Cedex 13,France;2.Institut Universitaire de France,Technop?le de Chateau Gombert,Marseille Cedex 13,France |
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Abstract: | Examples of multiphase mixtures for which velocity and pressure relaxation are a stiff phenomenon are involved in many practical
applications dealing with condensed phase mixtures, solid alloys, propellants and solid explosives, specific composite materials,
micro- and nano-structured mixtures, etc. Shock relations for the mixture necessitate the determination of the volume fraction
jump or any other thermodynamic variable jump. Examination of the shock dispersion mechanism suggests such jump relations.
These relations are the phase Hugoniots which are compatible with the mixture energy equation. The corresponding model is
conservative and symmetric. It fulfils the single-phase limit and guarantees volume fraction positivity. The shock relations
are validated over a large set of experimental data and provide a remarkable agreement.
R. Saurel, O. Le Métayer, J. Massoni and S. Gavrilyuk also belong to INRIA SMASH Project. |
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Keywords: | Dispersed waves Rankine– Hugoniot relations Multiphase flows Riemann problem |
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