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Reaction–diffusion systems of Maxwell–Stefan type with reversible mass-action kinetics

Herberg, Martin ; Meyries, Martin ; Prüss, Jan ; Wilke, Mathias



Abstract

The mass-based Maxwell Stefan approach to one-phase multicomponent reactive mixtures is mathematically analyzed. It is shown that the resulting quasilinear, strongly coupled reaction diffusion system is locally well-posed in an L-p-setting and generates a local semiflow on its natural state space. Solutions regularize instantly and become strictly positive if their initial components are all ...

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