Complex Dynamic Analysis, Circuit Design and Simplified Predefined Time Synchronization for a Jerk Absolute Memristor Chaotic System

Jindong Liu, Zhen Wang, Huaigu Tian, F. Xie
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引用次数: 0

Abstract

In this parper, a 4D absolute memristor Jerk chaotic system is proposed. Firstly, complex dynamics are studied by phase diagram, Poincaré section, power spectrum, bifurcation diagram, 0-1 test, and Lyapunov exponent spectrum. Then, the period doubling bifurcation, degradation, and offset boosting are revealed. For the feasibility of practical application, the analog circuit and FPGA digital circuit are designed. Finally, a simplified predefined time synchronization scheme is proposed; comparing with the full control input synchronization scheme, the simplified predefined time synchronization scheme can not only reduce the controller inputs but also predefine the synchronization time.
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振荡绝对忆阻器混沌系统的复杂动态分析、电路设计及简化的预定义时间同步
本文提出了一种四维绝对忆阻振荡混沌系统。首先,通过相图、poincar剖面、功率谱、分岔图、0-1检验和Lyapunov指数谱等方法研究了复杂动力学。然后,揭示了周期加倍分岔、退化和偏移增强。为了实际应用的可行性,设计了模拟电路和FPGA数字电路。最后,提出了一种简化的预定义时间同步方案;与全控制输入同步方案相比,简化的预定义时间同步方案不仅可以减少控制器输入,还可以预定义同步时间。
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