【摘要】 提出了采用解析方法研究非线性单向耦合下连续混沌系统的广义同步问题 ,采用适当的耦合方式使两个处于混沌状态的系统的线性组合满足另一个具有稳定平衡点的系统 ,由于新的组合系统趋于稳定平衡点 ,从而实现了混沌的广义同步。将这种方法应用于Lorenz系统的广义同步 ,结果表明该方法有较好的同步效果 ,且对系统参数的变化具有鲁棒性更多还原

【Abstract】 This paper presents an analytical approcach to the study of generalized synchronization in unidirectionally coupled continuous-time chaotic systems. The resulting combination system converges to the stable equilibrium with proper coupled fashion, which make the linear combination of two chaotic systems satisfy another system with stable equilibrium, consequently the generalized synchronization of chaos is achieved. This method is applied to generalized synchronization of chaos in the Lorenz systems. The results show that the proposed synchronization method is an effective one which is robust with respect to system parameters change.\;更多还原