Research Article
Dynamical Analysis of Nose-Hoover Continuous Chaotic System Based on Gingerbreadman Discrete Chaotic Sequence
@INPROCEEDINGS{10.1007/978-3-030-21730-3_19, author={Run Hao and Xuming Ma}, title={Dynamical Analysis of Nose-Hoover Continuous Chaotic System Based on Gingerbreadman Discrete Chaotic Sequence}, proceedings={Green Energy and Networking. 6th EAI International Conference, GreeNets 2019, Dalian, China, May 4, 2019, Proceedings}, proceedings_a={GREENETS}, year={2019}, month={6}, keywords={Gingerbreadman discrete chaotic sequence Nose-Hoover chaotic system Phase diagram Lyapunov expontents}, doi={10.1007/978-3-030-21730-3_19} }- Run Hao
Xuming Ma
Year: 2019
Dynamical Analysis of Nose-Hoover Continuous Chaotic System Based on Gingerbreadman Discrete Chaotic Sequence
GREENETS
Springer
DOI: 10.1007/978-3-030-21730-3_19
Abstract
Apply the discrete chaotic sequence of Gingerbreadman System to the only one control parameter of Nose-Hoover continuous chaotic system, can get completely different simulation results. Namely, extracting a part of sequence of Gingerbreadman discrete system randomly, and take this sequence to control Nose-Hoover continuous chaotic system, then make analysis of this new system. Dynamic analysis of the new system, which is based on Nose-Hoover continuous chaotic system under the control of the discrete chaotic sequence of Gingerbreadman system. Compared with the original system carefully, find that phase diagram arising from new system produce obvious changes. We also calculate Lyapunov exponents, compared with the Lyapunov exponents computed from original system, find it also changed. It proved that our new system has chaotic characteristics, provide new method for the chaotic system which are used in the fields of cryptography, secure communication and information security etc.