2006Systems engineering and electronicsRequires access

Influence of multi-parameters to chaotic systems

Zhang Ming-xuan

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Abstract

There is not only one system parameter in a discrete chaotic system.The dynamics model of multi-parameter discrete chaotic systems is suggested.The different discrete chaotic systems can be obtained by defining different system parameters.And as can be seen from the analysis of the dynamic behavior of multi-parameter discrete chaotic system,at the effect of multi-parameters,complicated dynamic behavior and bifurcation series in the same discrete chaotic system will appear.The calculation method of bifurcation series is studied,the simulation results prove the correction of the method.

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What this paper is about

There is not only one system parameter in a discrete chaotic system.The dynamics model of multi-parameter discrete chaotic systems is suggested.The different discrete chaotic systems can be obtained by defining different system parameters.And as can be seen from the analysis of the dynamic behavior of multi-parameter discrete chaotic system,at the effect of multi-parameters,complicated dynamic behavior and bifurcation series in the same discrete chaotic system will appear.The calculation method of bifurcation series is studied,the simulation results prove the correction of the method.

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Available abstract

There is not only one system parameter in a discrete chaotic system.The dynamics model of multi-parameter discrete chaotic systems is suggested.The different discrete chaotic systems can be obtained by defining different system parameters.And as can be seen from the analysis of the dynamic behavior of multi-parameter discrete chaotic system,at the effect of multi-parameters,complicated dynamic behavior and bifurcation series in the same discrete chaotic system will appear.The calculation method of bifurcation series is studied,the simulation results prove the correction of the method.

Key concepts: Chaotic, Bifurcation, Chaotic systems, Series (stratigraphy), Control theory (sociology), Mathematics, Chaotic hysteresis, Discrete system

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