Starting from one-dimensional nonlinear advecting equations, this paper has probed the energy properlies of discontinuous solutions, investigated that it is suitable to adopt energy decaying scheme to compute disconti...Starting from one-dimensional nonlinear advecting equations, this paper has probed the energy properlies of discontinuous solutions, investigated that it is suitable to adopt energy decaying scheme to compute discontinuous solutions, compared and testified several difference schemes with dissipation effects, pointed out that it is easy to bring about nonlinear stabilities in doing discontinuous computation, and listed several better-effect schemes.展开更多
基金This work has been supported by Country 75-09-01-15 Subject.
文摘Starting from one-dimensional nonlinear advecting equations, this paper has probed the energy properlies of discontinuous solutions, investigated that it is suitable to adopt energy decaying scheme to compute discontinuous solutions, compared and testified several difference schemes with dissipation effects, pointed out that it is easy to bring about nonlinear stabilities in doing discontinuous computation, and listed several better-effect schemes.
