We consider the asymptotic behavior of the complete system of equations governing a heat-conductive, reactive, compressible viscous gas bounded by two infinite parallel plates. The motion is proved to tend towards the corresponding constant state, as time tends to infinity. Moreover, the decay rate is investigated.
"Asymptotic Behavior of the Solutions for One-Dimensional Equations of a Viscous Reactive Gas." Japan J. Indust. Appl. Math. 25 (1) 99 - 116, February 2008.