In this paper we present the model of a mixture of gases in which each constituent has it's own temperature. We review some recent results, in particular concerning the global existence of smooth solutions. Than we deduce a solution of the di®er- ential system under the assumption that the ¯elds depend only on time. In this way, we are able to identify a possible natural macroscopic average temperature.
T. Ruggeri, S. Simic (2008). Mixture of Gases with Multi-temperature: Identification of a macroscopic average temperature. NAPOLI : Liguori.
Mixture of Gases with Multi-temperature: Identification of a macroscopic average temperature
RUGGERI, TOMMASO ANTONIO;
2008
Abstract
In this paper we present the model of a mixture of gases in which each constituent has it's own temperature. We review some recent results, in particular concerning the global existence of smooth solutions. Than we deduce a solution of the di®er- ential system under the assumption that the ¯elds depend only on time. In this way, we are able to identify a possible natural macroscopic average temperature.File in questo prodotto:
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