耗散系统奇怪吸引子的普适转变关系

UniversalChanging Relation for the Strange Attactors of Disspative System

通过对耗散系统的研究，证明了耗散系统奇怪吸引子的存在，并首次给出２ｎ·３和２ｎ·５各片奇怪吸引子片转折点对Ｋ和Ｊ的普适标度关系，对耗散系统２ｎ·Ｐ（Ｐ＝１，３，５，．．．）片奇怪吸引子的普适转变特性有一个完整的了解。

In this paper,the calculations have been made for disspative systems.The value and diagram display the strange attractors of disspative system. We have found the universalchanging relations of pieces changingpoints(PCP)for 2n.p(P=1.3.5)in K and J. We know the universality well in KJ plane for branches of strange attrators and give the universal changing lines of strange attractors of 2n.p pieces in KJ plane.