Based on the stablemanifold theory, the chaotic system will be controlled and synchronized if it is guided to the desired target by designing a suitable controller.
这种方法以稳定流形理论为基础,通过设计合适的控制器将混沌系统引至目标轨道,使混沌得以控制和同步。
2
The bifurcation method was used to analyze the distance between the stablemanifold and the unstable manifold after the homoclinic orbit of the unperturbated system was perturbated to break.
运用分支方法,分析了未扰系统的同宿轨破裂以后稳定流形和不稳定流形之间的距离。
3
Supposing that the reference trajectory is generated by a stable system, the bounded solution of non hyperbolic internal dynamics is existed by using center manifold theory.