Noise elimination of nonlinear systems using Takagi-Sugeno model

Abdelaziz Aouiche, Farid Bouttout
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Abstract

In the old paper of Mukhopadhyay and Narendra, the problem of disturbance rejection in the control of nonlinear systems with additive disturbance generated by some unforced dynamical systems, was formulated and solved by using neural networks for several models of varying complexity, but the purpose of this paper is how using the fuzzy set systems in the problem of disturbance rejection, and to provide theoretical justification to existence of solution. The objective is to determine the identification model and the control law to minimize the effect of the disturbance at the output. In all cases, several stages of increasing complexity of the problem are discussed in detail. Two simulation studies based on the results discussed are included towards the end of the paper.
基于Takagi-Sugeno模型的非线性系统噪声消除
在Mukhopadhyay和Narendra的旧论文中,对一些非强制动力系统产生的加性扰动控制中的扰动抑制问题,用神经网络对几种不同复杂度的模型进行了阐述和求解,但本文的目的是如何将模糊集系统应用于扰动抑制问题,并为解的存在性提供理论证明。目标是确定识别模型和控制律,以使输出端的干扰影响最小化。在所有情况下,详细讨论了问题日益复杂的几个阶段。基于讨论结果的两个仿真研究包括在论文的最后。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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