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Bifurcation and Chaos in plus System of a Kind of Chaotic Signals

机译:一类混沌信号加系统的分叉与混沌

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A plus system dynamical model of a kind of chaotic signals is proposed in the field of signal processing and these kind of chaotic signals have a common feature of period doubling bifurcation behaviors. The plus system was consisted of two signals to plus directly. And as the parameter increasing in some range, the bifurcation and attractor diagrams of the plus systems about three simple signals were studied. Then by mathematical induction the bifurcation point sequences relation between the plus system signal and the simple signals were deduced. The numerical experiments and theoretic research illustrated that the new system still had period doubling bifurcation behaviors and exist chaotic states in particular parameter range. Furthermore, their bifurcation points sequence is formed by the minimum value of corresponding bifurcation points of the two simple signals.
机译:在信号处理领域中,提出了一种混沌信号的正系统动力学模型,这种混沌信号具有周期倍增分叉行为的共同特征。加号系统由直接加号的两个信号组成。并且随着参数在一定范围内的增加,研究了三个简单信号的正系统的分叉图和吸引子图。然后通过数学归纳,推导了正系统信号与简单信号之间的分叉点序列关系。数值实验和理论研究表明,新系统仍具有倍周期的分叉行为,并且在特定参数范围内仍存在混沌状态。此外,它们的分叉点序列由两个简单信号的相应分叉点的最小值形成。

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