The oscillation and strong oscillation of the systems of a class of quasilinear impulsive delay parabolic partial differential equations is considered. By using the oscillatory definition, Green' s formula and Newmann boundary condition directly, the oscillatory problem of solution to the systems of impulsive delay parabolic equations with the forcing term is reduced to the problem of which impulsive delay differential inequality hasn' t eventually position solution, and thereby some sufficient conditions are obtained for the oscillation and ...