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Construction of Chaotic System Based on Parameter Searching and Application in the Spread Spectrum Communication

机译:基于参数搜索的混沌系统构建及其在扩频通信中的应用

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The dynamic characteristic of non-linear system is BEcontrolled by the parameter in the chaotic system, and the state of dynamic system will change with the variation of the parameter. Based on the complexity analysis of the parameter variation in chaotic system, parameter variation sphere which causes chaos can be searched in collapse and non-linear map, the procedure from bifurcation to chaos can be directly observed by the bifurcation diagram, and then chaotic system can be constructed. Large quantity, arbitrary periods, simple production, and good quality are the requests for new chaotic sequences in the research of chaos spreading sequence communication, and constructing equation through parameter searching can realize this target in some extent. In this paper, parameter searching is used to construct a sort of chaotic equations, which is valuable to anti-disturbance in chaos spreading sequence communication and secrecy of communication.
机译:非线性系统的动力学特性受到混沌系统中参数的控制,动力学系统的状态会随着参数的变化而变化。通过对混沌系统参数变化的复杂性分析,可以在塌陷和非线性映射中搜索引起混沌的参数变化球,并通过分叉图直接观察从分叉到混沌的过程,从而可以混沌系统被建造。大数量,任意周期,简单生产,高质量是对混沌扩展序列通信研究中新的混沌序列的要求,通过参数搜索构造方程式可以在一定程度上实现这一目标。本文采用参数搜索的方法构造了一类混沌方程,对于混沌扩频序列通信中的抗干扰和通信的保密性具有重要的参考价值。

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