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Lorenz三维自治混沌系统族概念自提出后,一直是混沌和控制领域研究热点。文中针对混沌系统族的差值耦合研究了耦合混沌系统的广义同步现象,利用差分方程采用串行工作方式求解广义同步。实验结果证明Lorenz混沌系统的同步性,并且只有当参数α=0.8时,两个耦合系统实现稳定;同时根据研究成果给出进一步研究目标。
Since the concept of Lorenz three-dimensional autonomous chaotic system family has been proposed, it has been a hot research topic in the field of chaos and control. In this paper, the generalized synchronization of coupled chaotic systems is studied for the differential coupling of chaotic system families. The differential equation is used to solve the generalized synchronization by using the serial working method. The experimental results show the synchronization of the Lorenz chaotic system and the stability of the two coupled systems only when the parameter α = 0.8. At the same time, further research objectives are given according to the research results.