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A new method to determine the bifurcation threshold value of the Duffing chaos detection system

机译:确定Duffing混沌检测系统分叉阈值的新方法。

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In the fields of chaos detection, it has become an important problem to confirm the bifurcation threshold value of the chaos detection system. It is directly related to the detection precision of the chaos system. In this paper, on the analysis of the relationship between bifurcation process and structure stability of the system, the Floquet exponents in periodic state is employed to determine the bifurcation threshold value and discussing the algorithm of Floquet exponents based on the theory of linear differential equation with periodic coefficients. The simulation experiments show this method is effective and the detection accuracy of the chaos detection system is improved compared with the traditional methods.
机译:在混沌检测领域,确定混沌检测系统的分叉阈值已成为重要问题。它直接关系到混沌系统的检测精度。本文在分析分叉过程与系统结构稳定性之间的关系时,采用周期状态下的Floquet指数确定分叉阈值,并基于线性微分方程理论讨论了Floquet指数的算法。周期系数。仿真实验表明,该方法是有效的,与传统方法相比,混沌检测系统的检测精度有所提高。

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