具有多种混沌行为的多突方程仿真电路

Denil V. Robinson, A. C. S.
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引用次数: 0

摘要

本文介绍了一种新型混沌仿真电路的设计、数学背景和性能研究。该电路通过模拟多个激振方程表现出各种混沌现象。该电路采用简单易用的元件设计,如运算放大器、无源元件和单个开关。它采用无电感和无二极管架构;从而消除了这些元素的非理想参数。电路在三种模式下工作;每种模式都表现出不同的混沌行为。文中还详细说明了该电路的工作原理及其对激振方程的跟踪能力。接下来是性能研究,首先使用SPICE软件,然后使用实验。这些研究验证了所提出的电路能够模拟多个激振方程和各种混沌吸引子。实验研究与仿真及前人的研究结果吻合较好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Multi-Jerk Equation Emulator Circuit Exhibiting Various Chaotic Behaviours
This paper presents the design, mathematical background and performance studies of a new chaotic emulator circuit. The circuit exhibits various chaotic phenomena by emulating multiple jerk equations. The circuit is designed using simple and easy-to-use components like operational amplifiers, passive components, and a single switch. It uses an inductor-free and diode-less architecture; thus eliminating the nonideal parameters of these elements. The circuit operates in three modes; each mode exhibiting a different chaotic behaviour. Detailed working of the circuit and its ability to follow jerk equations are explained in the paper. This is followed by performance studies, first using a SPICE software and then using experimentation. These studies validate the capacity of the proposed circuit to emulate multiple jerk equations and various chaotic attractors. The experimental studies corroborate well with simulation and results mentioned in previous works.
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