Global Existence Of Strong Solutions To 1D Compressible Viscous Radiative And Reactive Gas

The system for the 1D viscous radiative and reactive gas is composed of compressible Navier-Stokes equations coupled with a reaction-diffusion equation,which describes the motion of the viscous radiative and reactive gas at high temperature.The global existence and large time asymptotic behavior of the strong solution with large initial data have been one of the hot issues in recent years.However,there needs further study for the case of the heat conduction coefficient is a general power function of temperature.In this dissertation,we will study the global existence of strong solutions to the equations of 1D viscous radiative and reactive gas.