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李春彪
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A 3D memristive chaotic system with conditional symmetry
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Journal:Chaos, Solitons and Fractals

Abstract:Based on the special structure of variable-boostable chaotic system VB24, a quadratic flux-controlled memristor is embedded for the construction of a 3D memristive chaotic system with conditional symmetry. Coexisting oscillations with conditional symmetry are confirmed systematically based on the bifurcation analysis and circuit verification. Two constants in the absolute value functions play the role of offset boosting, which modifies the distance between pairs of coexisting attractors separately in external and internal state space. Interestingly, any of two coexisting attractors with conditional symmetry could be symmetric or asymmetric. An analog circuit is designed to verify the coexisting oscillations as predicted.

All the Authors:孔思晓,姜易成,雷腾飞

First Author:王然

Indexed by:Journal paper

Correspondence Author:李春彪

Document Code:111992

Volume:158

Translation or Not:no

Date of Publication:2022-04-05

Included Journals:SCI

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Gender : Male

School/Department : 人工智能学院(未来技术学院、人工智能产业学院)

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Honors and Titles:

江苏省工程师学会科学技术奖 提名奖  2023-12-01

2022年江苏省通信学会科学技术奖一等奖  2023-01-02

2018年 江苏省教育教学与研究成果奖(研究类)三等奖(高校自然科学研究类)  2018-08-01

江苏省教育教学与研究成果奖(研究类)三等奖  2018

领跑者5000  2015

第八届春晖杯大赛优胜奖  2013

国家级教学成果奖  2014

省级教学成果奖  2011

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