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A family of hyperchaotic systems with four-wing attractors

Hu Guo-Si

A family of hyperchaotic systems with four-wing attractors

Hu Guo-Si
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  • PDF Downloads:  1442
  • Cited By: 0
Publishing process
  • Received Date:  30 September 2008
  • Accepted Date:  09 November 2008
  • Published Online:  05 March 2009

A family of hyperchaotic systems with four-wing attractors

  • 1. 烟台大学光电学院,烟台 264005;同济大学电信学院,上海 201804

Abstract: It is easy to construct a hyperchaotic system,and many systematic approaches,based on Chua system,can be used for generating multi-scroll attractors. However, few reports discuss the smooth Lorenz-like system with multi-wing attractors,and the attractors with both hyperchaotic dynamics and multi-wing topological structure are seldom reported. Based on the existing smooth hyperchaotic system,the common characteristics of these systems are analyzed. A novel coordination transformation method is used for converting all the attractors' topological structure from two-wing to four-wing. Moreover,the hyperchaotic property is preserved in resulting system,the complexity of attractors is enhanced,and they are more suitable to be used in secure encryption communication.

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