Asymptotic stability of the solutions to a full one-dimensional system of heat-conductive, reactive, compressible viscous gas
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We consider the asymptotic behavior of the complete system of equations governing a heat-conductive, reactive, compressible viscous gas in a bounded interval. The motion is proved to exponentially tend towards the corresponding constant state, as time tends to infinity.
Key wordsheat-conductive gas reactive gas compressible viscous gas asymptotic stability