Existence of weak entropy solutions for gas chromatography system with one or two active species and non convex isotherms - Archive ouverte HAL
Article Dans Une Revue Communications in Mathematical Sciences Année : 2007

Existence of weak entropy solutions for gas chromatography system with one or two active species and non convex isotherms

Christian Bourdarias
Marguerite Gisclon
Stéphane Junca

Résumé

This paper deals with a system of two equations which describes heatless adsorption of a gaseous mixture with two species. Using the hyperbolicity property of the system with respect to the $(x,t)$ variables, that is with $x$ as the evolution variable, we find all the entropy-flux pairs. Making use of a Godunov-type scheme we obtain an existence result of a weak entropy solution satisfying some BV regularity.
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hal-00387192 , version 1 (03-05-2016)

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Christian Bourdarias, Marguerite Gisclon, Stéphane Junca. Existence of weak entropy solutions for gas chromatography system with one or two active species and non convex isotherms. Communications in Mathematical Sciences, 2007, 5 (1), pp.67-84. ⟨10.4310/CMS.2007.v5.n1.a3⟩. ⟨hal-00387192⟩
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