Paper
26 May 2023 On the design of decentralized control of linear time-varying interconnected systems with unmeasurable states via Riccati equations
Zheng Ji Mao, Zhen Heng Lin
Author Affiliations +
Proceedings Volume 12700, International Conference on Electronic Information Engineering and Data Processing (EIEDP 2023); 1270038 (2023) https://doi.org/10.1117/12.2682572
Event: International Conference on Electronic Information Engineering and Data Processing (EIEDP 2023), 2023, Nanchang, China
Abstract
In this paper, a decentralized stabilization scheme of linear time-varying large-scale interconnected systems with unmeasurable states is proposed. These interactions among subsystems are also time-varying and affect each subsystem through its input. First a decentralized observer scheme for time-varying interconnected system is constructed by the dual optimal control solution to obtain good estimations for the unmeasurable states. Based on these observer states, a time-varying decentralized feedback law is introduced to achieve the global system exponential stability. The solutions of time varying Riccati equations are obtained by backward Euler’s method and implemented with the original system dynamics. Computer simulations of the responses of an example are also conducted to show the effectiveness of the proposed approach.
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Zheng Ji Mao and Zhen Heng Lin "On the design of decentralized control of linear time-varying interconnected systems with unmeasurable states via Riccati equations", Proc. SPIE 12700, International Conference on Electronic Information Engineering and Data Processing (EIEDP 2023), 1270038 (26 May 2023); https://doi.org/10.1117/12.2682572
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KEYWORDS
Control systems

Matrices

Computer simulations

Design and modelling

Bismuth

Engineering

Feedback control

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