The problem of sub-shock formation within a shock structure solution of hyperbolic systems of balance laws is investigated for a binary mixture of multi-temperature Eulerian fluids. The main purpose of this work is the analysis of the ranges of Mach numbers characterizing shock-structure solutions with different features, continuous or not, and to show the existence of ranges, below the maximum unperturbed characteristic velocity, for which each constituent of the mixture may develop a sub-shock within a smooth shock structure profile. The theoretical results are supported by numerical calculations.

Conforto, F., Mentrelli, A., Ruggeri, T. (2017). Shock structure and multiple sub-shocks in binary mixtures of Eulerian fluids. RICERCHE DI MATEMATICA, 66(1), 221-231 [10.1007/s11587-016-0299-3].

Shock structure and multiple sub-shocks in binary mixtures of Eulerian fluids

MENTRELLI, ANDREA;RUGGERI, TOMMASO ANTONIO
2017

Abstract

The problem of sub-shock formation within a shock structure solution of hyperbolic systems of balance laws is investigated for a binary mixture of multi-temperature Eulerian fluids. The main purpose of this work is the analysis of the ranges of Mach numbers characterizing shock-structure solutions with different features, continuous or not, and to show the existence of ranges, below the maximum unperturbed characteristic velocity, for which each constituent of the mixture may develop a sub-shock within a smooth shock structure profile. The theoretical results are supported by numerical calculations.
2017
Conforto, F., Mentrelli, A., Ruggeri, T. (2017). Shock structure and multiple sub-shocks in binary mixtures of Eulerian fluids. RICERCHE DI MATEMATICA, 66(1), 221-231 [10.1007/s11587-016-0299-3].
Conforto, Fiammetta; Mentrelli, Andrea; Ruggeri, Tommaso
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/551696
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