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为柔性航天器设计一种基于固定时间观测器的自适应非奇异滑模控制器。

Designing a fixed-time observer-based adaptive non-singular sliding mode controller for flexible spacecraft.

作者信息

Rezaei Erfan, Bolandi Hossein, Fathi Mohammad

机构信息

Electrical Engineering Department, Iran University of Science and Technology, Tehran, Iran.

Electrical Engineering Department, Iran University of Science and Technology, Tehran, Iran.

出版信息

ISA Trans. 2024 May;148:32-44. doi: 10.1016/j.isatra.2024.03.025. Epub 2024 Mar 24.

DOI:10.1016/j.isatra.2024.03.025
PMID:38677889
Abstract

This paper investigates the stabilization problem with a fixed-time approach for a flexible spacecraft subject to vibrations of flexible modes, unknown bounded disturbance, and inherent uncertainty. To estimate the modal variables of a flexible spacecraft which are often unmeasurable in practice, an observer with guaranteed fixed-time convergence is designed. Using the estimated modal variables, a fixed-time non-singular sliding mode controller is designed so that the desired attitude can be reached before a pre-specified time threshold regardless of the spacecraft's initial attitude. By incorporating the estimated modal variables in the control design, significant reduction in the steady-state error of the system response is achieved. The proposed control system is further enhanced with an adaptive law to increase robustness against unknown external disturbances and uncertainties. Stability analysis based on Lyapunov theory guarantees the convergence of observer estimation error and spacecraft attitude error to a pre-determined set before a fixed threshold. Simulation results validate the promising performance of the proposed control system, highlighting its effectiveness in achieving accurate and robust attitude control for flexible spacecraft.

摘要

本文研究了采用固定时间方法对受挠性模态振动、未知有界干扰和固有不确定性影响的挠性航天器进行镇定的问题。为了估计挠性航天器在实际中通常不可测量的模态变量,设计了一种具有保证固定时间收敛的观测器。利用估计的模态变量,设计了一种固定时间非奇异滑模控制器,使得无论航天器的初始姿态如何,都能在预先指定的时间阈值之前达到期望姿态。通过在控制设计中纳入估计的模态变量,系统响应的稳态误差显著降低。所提出的控制系统通过自适应律进一步增强,以提高对未知外部干扰和不确定性的鲁棒性。基于李雅普诺夫理论的稳定性分析保证了观测器估计误差和航天器姿态误差在固定阈值之前收敛到预定集合。仿真结果验证了所提出控制系统的良好性能,突出了其在实现挠性航天器精确且鲁棒姿态控制方面的有效性。

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