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Generalization Backstepping Method Based Control Lu Chaotic System Using Adaptive Neuro-Fuzzy Inference System

机译:基于概括的反向解方法基于控制LU混沌系统使用自适应神经模糊推理系统

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摘要

In this article, first famous chaotic system, Lu equation, was choiced as chaotic system. One of the best control methods that would be used for stabilization this systems, was Backstepping. In this article this technique is improved to Generalized Backstepping Method (GBM). For this new method, exhibit a new theorem and its proof and for showing its abilities, control Lu equation. Generalized Backstepping approach consists of parameters which accept positive values. The system replied differently for each value. it is necessary to select proper parameters to obtain a good response because the improper selection of the parameters lead to inappropriate responses or even may lead to instability of system. This paper introduce adaptive neuro fuzzy control method which trained by different error data to achieve optimal parameters. So with optimal parameters controller can stabilize the chaos in much quicker than backstepping method.
机译:在本文中,首先着名的混沌系统Lu方程被选择为混沌系统。将用于稳定该系统的最佳控制方法之一是倒退。在本文中,该技术改进了广义反向方法(GBM)。对于这种新方法,展示新的定理及其证明,并展示其能力,控制Lu方程。广义的BackStepping方法包括接受正值的参数。每个值都有不同的方式回复。有必要选择适当的参数来获得良好的响应,因为参数的选择不当导致不适当的响应甚至可能导致系统的不稳定性。本文介绍了不同误差数据训练的自适应神经模糊控制方法,以实现最佳参数。因此,随着最佳参数控制器可以比背击方法更快地稳定混乱。

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