Simulation and Circuit Realization of a Novel Symmetry Grid Multi-wing Chaotic System

Chaoxia Zhang, Jinxin Ruan, Qiang Chen
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Abstract

This research paper introduces a novel symmetry grid multi-wing chaotic system, whose dynamics support periodic and chaotic as certain parameters vary. By introducing a mirror symmetry conversion-based approach in a multi-wing chaotic system, various mirror symmetry grid multi-wing chaotic attractors can be simulated. Furthermore, the improved module-based circuit designs of multi-wing chaotic attractors and mirror symmetry grid multi-wing chaotic attractors are further presented. The proposed novel mirror symmetry multi-wing chaotic attractors are very useful for deliberate generation of chaos in applications.
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一种新型对称网格多翼混沌系统的仿真与电路实现
本文介绍了一种新的对称网格多翼混沌系统,该系统的动力学支持周期性和随参数变化的混沌特性。通过在多翼混沌系统中引入基于镜像对称转换的方法,可以模拟各种镜像对称网格多翼混沌吸引子。进一步提出了基于改进模块的多翼混沌吸引子电路设计和镜面对称网格多翼混沌吸引子电路设计。所提出的新型镜像对称多翼混沌吸引子对于在实际应用中有意产生混沌非常有用。
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