摘要
在文献[4,5]中首先将泛系方法论的有关研究同非线性力学中的分叉、突变、浑沌与稳定性的研究结合起来,并在泛系方法论的意义下重新定义了有关的概念.本文在泛系方法论的框架下研究分叉、突变、浑沌与稳定性这些非线性力学现象的逻辑守恒规律.
It is in references [4, 5] that the combination of the relative researches of paasystems methodology and the researches of bifurcation! catastrophe, chaos and stability in nonlinear mechanics was put forward and the concepts were redefined from the point of view of pansyscems methodology. The present paper studies the logic conservation law of these nonlinear mechanics phenomena under the framework of pansystems methodology.
出处
《应用数学和力学》
CSCD
北大核心
1993年第4期349-352,共4页
Applied Mathematics and Mechanics
关键词
分叉
突变
浑沌
稳定性
非线性力学
pansystems methodology, bifurcation, catastrophe, chaos and stability, nonlinear mechanics, pansystems logic conservation law