[1]杨育霞,王俊鵾,高金峰,等.一个非线性四阶自治电路中的超混沌振荡[J].郑州大学学报(工学版),1991,12(01):77-86.
　Yang Yuxia,Wang Junyi,Gao Jinfeng,et al.A super -chaotic oscillation in a non -linear fourth -order autonomous circuit[J].Journal of Zhengzhou University (Engineering Science),1991,12(01):77-86.
点击复制

一个非线性四阶自治电路中的超混沌振荡()
分享到：

《郑州大学学报(工学版)》[ISSN:1671-6833/CN:41-1339/T]

卷:
12卷
期数:
1991年01期
页码:
77-86
栏目:
出版日期:
1991-03-28

文章信息/Info

Title:
A super -chaotic oscillation in a non -linear fourth -order autonomous circuit
作者:
杨育霞;王俊鵾;高金峰;
郑州工学院计算机与自动化系,郑州工学院计算机与自动化系,郑州工学院计算机与自动化系,
Author(s):
Yang Yuxia; Wang Junyi; Gao Jinfeng;
Department of Computer and Automation of Zhengzhou Institute of Technology, Department of Computer and Automation of Zhengzhou Institute of Technology, Department of Computer and Automation of Zhengzhou Institute of Technology,
关键词:
超混沌; 亚超混沌; 李雅普诺夫指数; 庞卡莱映射; 非线性电路; 混沌
Keywords:
Super Chaos;  Assembly Chaos;  Li Yapino Index;  Ponkale Map;  Non -linear circuit
文献标志码:
A
摘要:
本文研究了一个具有非线性电容元件的四阶自治电路中的非线性动力性质.计算机模拟和电路实验表明,该电路的动态演变序列是丰富多样的,即随着分岔参数的变动,电路的振荡制式会有如下的演变。超混炖-业超混沌-混沌-拟周期-混沌-拟周期-混沌-执周期-周期-混沌-拟周期-周期.本文的计算机模拟结果与电路实验结果在定性上是一致的.
Abstract:
This article studies a non -linear power properties in fourth -order autonomous circuits with non -linear capacitors. Computer simulation and circuit experiments show that the dynamic evolution sequence of the circuit is rich and diverse, that is, with the changes in the bifurcation parameters, the oscillating system of the circuit will evolve as follows. Super Mixed Stew-Industry Super Chaos-Chaos-Details-Chaos-Details-Chaos-Persistence-Cycs-Chaos-Detail-Period. The computer simulation results of this article are consistent with the circuit experiment results.
更新日期/Last Update: 1900-01-01