Existence, Uniqueness and Convergence as Vanishing Viscosity for a Reactior-Diffusion-Convection System

<正> A simple qualitative model of dynamic combustion (u+qz)/+f(u)/x=ε~2u/x~2, Z/t=-F(u-z) (1)is considered, where constant q>0 represents the binding energy. The existence and uniqueness of classi-cal solution for the initial value problem and for the first boundary value problem of system (1) arepr...02114-13