Ordered structure and system development of the force dissipation system(Ⅱ), Minimal value principle of generalized energy and system development;

Based on the forced dissipative nonlinear evolution equations for describing the motion of atmosphere and ocean, the computational stability of the explicit difference scheme of the forced dissipative nonlinear atmospheric and oceanic equations is analyzed and the computationally stable explicit quasi complete square conservative difference scheme is constructed.

Based on the concept of computational quasi stability, the computational stability of the explicit difference schemes for the forced dissipative nonlinear evolution equations is analyzed, then the computational quasi stability criterion is obtained.

In this paper we study the initial-boundary value problem for some nonlinear wave equation with strong dissipative term,and we obtain the exact decay estimate by estabilishing a difference inequality.

Blow up of solutions of initial boundary problem for a class of evolution equations with nonlinear strong dissipation term;

Blow up of solutions for a class of evolution equations with nonlinear strong dissipation term;

A comparative analysis for dissipation behaviors of nucleus 110,112In formed in 130MeV 3He+nat Ag reactions and 111In populated via 84Kr on 27A1 collisions at 890 and 714MeV suggests that nuclear dissipation strength may have an angular momentum dependence besides the known deformation and/or temperature dependence.