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A Fuzzy Approach for Robust Reference-Tracking-Control Design of Nonlinear Distributed Parameter Time-Delayed Systems and Its Application

机译:非线性分布参数时滞系统鲁棒参考跟踪控制设计的模糊方法及其应用

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摘要

This paper addresses the robust reference-tracking-control problem for nonlinear distributed parameter systems (NDPSs) with time delays, external disturbances, and measurement noises. The NDPS is measured at several sensor locations for output-feedback tracking control. A fuzzy-spatial state-space model derived via finite-difference approach is introduced to represent the nonlinear distributed parameter time-delayed system. Thus, we use a fuzzy interpolation method with several local linear systems to approximate the nonlinear system and employ the finite-difference method to approximate the partial differential operators in fuzzy-spatial state-space model. Based on this model, a robust fuzzy-observer-based reference-tracking controller is proposed to control the NDPS to track a desired reference trajectory. First, a 2-D $H_infty$ tracking performance in a spatiotemporal domain is proposed for robust tracking design of nonlinear distributed parameter time-delayed systems. Then, an equivalent 1-D $H_infty$ reference-tracking design is developed to simplify the design procedure, and the linear-matrix-inequality (LMI) technique is applied to solve the control gains and observer gains for the robust $H_infty$ tracking-design problem via a systematic control-design procedure. Finally, a tracking-control-design example for the nervous system is given to confirm the proposed reference-tracking-control scheme of nonlinear distributed parameter time-delayed systems.
机译:本文针对具有时滞,外部干扰和测量噪声的非线性分布式参数系统(NDPS),解决了鲁棒的参考跟踪控制问题。 NDPS在几个传感器位置进行测量,以进行输出反馈跟踪控制。引入了一种基于有限差分法的模糊空间状态空间模型来表示非线性分布参数时滞系统。因此,在模糊空间状态空间模型中,我们使用具有几个局部线性系统的模糊插值方法来近似非线性系统,并采用有限差分法来近似偏微分算子。基于该模型,提出了一种鲁棒的基于模糊观测器的参考跟踪控制器,以控制NDPS跟踪期望的参考轨迹。首先,提出了一种时空域的二维$ H_infty $跟踪性能,用于非线性分布参数时滞系统的鲁棒跟踪设计。然后,开发了等效的一维$ H_infty $参考跟踪设计以简化设计过程,并且应用线性矩阵不等式(LMI)技术来解决鲁棒$ H_infty $跟踪的控制增益和观察者增益。通过系统的控制设计程序来解决设计问题。最后,给出了神经系统的跟踪控制设计实例,以确认提出的非线性分布参数时滞系统的参考跟踪控制方案。

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