A strong solution for a class of compressible full non-Newtonian models

The aim of this paper is to discuss the existence and uniqueness of a local solution for a class of isentropic compressible full non-Newtonian models in one-dimensional bounded intervals. The first important point in this paper is that we allow the initial vacuum; another one is that the viscosity term and the Newtonian potential term are fully nonlinear.