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Chaos detection and parameter identification in fractional-order chaotic systems with delay

机译:分数阶时滞混沌系统的混沌检测与参数辨识

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The paper first applies the 0-1 test for chaos to detecting chaos exhibited by fractional-order delayed systems. The results of the test reveal that there exists chaos in some fractional-order delayed systems with specific parameter values, which coincides with previous reports based on the phase portrait. In addition, it is very important to identify exactly the unknown specific parameters of fractional-order chaotic delayed systems in chaos control and synchronization. Thus, a method for parameter identification of fractional-order chaotic delayed systems based on particle swarm optimization (PSO) is presented. By treating the orders as parameters, the parameters and orders are identified through minimizing an objective function. PSO can efficiently find the optimal feasible solution of the objective function. Finally, numerical simulations on fractional-order chaotic logistic delayed system and fractional-order chaotic Chen delayed system show that the proposed method has effective performance of parameter identification.
机译:本文首先将0-1测试用于混沌,以检测分数阶延迟系统表现出的混沌。测试结果表明,在某些具有特定参数值的分数阶时滞系统中存在混沌,这与基于相画像的先前报告相吻合。另外,在混沌控制和同步中准确地识别分数阶混沌延迟系统的未知特定参数非常重要。因此,提出了一种基于粒子群算法的分数阶混沌时滞系统参数辨识方法。通过将订单视为参数,可以通过最小化目标函数来识别参数和订单。 PSO可以有效地找到目标函数的最佳可行解。最后,对分数阶混沌对数时滞系统和分数阶混沌Chen时滞系统进行了数值仿真,结果表明该方法具有有效的参数辨识性能。

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