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A new method for designing distributed reduced-order functional observers of interconnected time-delay systems

机译:设计互连时滞系统的分布式降阶功能观测器的新方法

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摘要

This paper reports a new method for designing distributed reduced-order functional observers of a class of interconnected systems with time delays. The systems under consideration belong to a class of large-scale systems where each system is formed by a number of interconnected subsystems. Moreover, the interconnections and the states of the local subsystems are subject to heterogeneous time delays. The novel contribution of this paper lies in the development of new coordinate state transformations, which are used to transform the interconnected subsystems into decoupled subsystems. Most significantly, each decoupled subsystem does not contain any time delay in the state vector. Moreover, each decoupled subsystem is expressed in an observable canonical form, with time delays only appearing in the inputs and outputs of the system. Due to this novel structure, a reduced-order functional observer for each decoupled subsystem can be easily designed to estimate the unmeasurable local state vector. The designed observers for the local subsystems do not need to exchange the state estimates amongst themselves, and therefore, each observer for each local subsystem can be designed independently. Because of the state transformations, the designed observers have a more general structure than any of the existing distributed functional observers available in the literature. Numerical examples are given to illustrate the effectiveness and advantages of our results. (C) 2018 The Franklin Institute. Published by Elsevier Ltd. All rights reserved.
机译:本文报道了一种设计具有时滞的互连系统的分布式降阶功能观测器的新方法。所考虑的系统属于一类大型系统,其中每个系统由许多相互连接的子系统组成。而且,局部子系统的互连和状态受到异构时间延迟的影响。本文的新颖贡献在于开发了新的坐标状态转换,该转换用于将互连的子系统转换为解耦的子系统。最重要的是,每个解耦的子系统在状态向量中均不包含任何时间延迟。而且,每个解耦的子系统都以可观察到的规范形式表示,时间延迟仅出现在系统的输入和输出中。由于这种新颖的结构,每个解耦子系统的降阶功能观察器都可以轻松设计为估计不可测量的局部状态向量。本地子系统的已设计观察者无需在彼此之间交换状态估计,因此,每个本地子系统的每个观察者可以独立设计。由于状态转换,设计的观察者比文献中提供的任何现有分布式功能观察者具有更通用的结构。数值例子说明了我们的结果的有效性和优势。 (C)2018富兰克林研究所。由Elsevier Ltd.出版。保留所有权利。

著录项

  • 来源
    《Journal of the Franklin Institute》 |2018年第3期|1411-1451|共41页
  • 作者

    Trinh H.; Huong D. C.;

  • 作者单位

    Deakin Univ, Sch Engn, Geelong, Vic 3217, Australia;

    Quynhon Univ, Dept Math, Binhdinh, Vietnam;

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  • 正文语种 eng
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