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A New 4D Chaotic System with Two-Wing, Four-Wing, and Coexisting Attractors and Its Circuit Simulation

机译:具有双翼,四翼和共存吸引子及其电路仿真的新的4D混沌系统

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摘要

In order to further improve the complexity of chaotic system, a new four-dimensional chaotic system is constructed based on Sprott B chaotic system. By analyzing the system’s phase diagrams, symmetry, equilibrium points, and Lyapunov exponents, it is found that the system can generate not only both two-wing and four-wing attractors but also the attractors with symmetrical coexistence, and the dynamic characteristics of the new system constructed are more abundant. In addition, the system is simulated by Multisim software, and the simulation results show that the results of circuit simulation and numerical simulation analysis are basically the same.
机译:为了进一步提高混沌系统的复杂性,基于Sprott B混沌系统构建了一种新的四维混沌系统。通过分析系统的相图,对称性,均衡点和Lyapunov指数,发现该系统不仅可以产生双翼和四翼的吸引子,而且可以产生对称共存的吸引子,以及新的动态特征系统构造的系统更加丰富。此外,系统由Multisim软件模拟,仿真结果表明,电路仿真和数值模拟分析的结果基本相同。

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