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基于观测器的改进复合非线性反馈控制,用于具有执行器饱和的广义系统中时变参考信号的输出跟踪。

Observer-based improved Composite Nonlinear Feedback control for output tracking of time-varying references in descriptor systems with actuator saturation.

作者信息

Jafari E, Binazadeh T

机构信息

Department of Electrical and Electronic Engineering, Shiraz University of Technology, Shiraz, Iran.

出版信息

ISA Trans. 2019 Aug;91:1-10. doi: 10.1016/j.isatra.2019.01.035. Epub 2019 Jan 31.

Abstract

In this paper, an observer-based improved Composite Nonlinear Feedback (CNF) controller is proposed for output tracking of general time-varying reference signals in descriptor systems subject to actuator saturation. Different parts of the proposed control law are designed based on the reconstructed states by a full-order descriptor observer. Algebraic constraints in descriptor systems can significantly complicate design procedures of the observer and the controller. Moreover, considering the actuator saturation constraint, adds additional complexity to the tracking problem. On the other hand, the proposed improved CNF controller's performance is also challenged in presence of external disturbances. The effect of external disturbances, along with the previous mentioned constraints, needs extremely intricate calculations for investigating the solvability of the tracking problem. Furthermore, due to the nonlinearity of the closed-loop system, steady-state analysis is also needed to show the uniformly ultimately boundedness of the tracking error in presence of external disturbances. In this regard, precise mathematical operations are performed through a theorem, which investigates the tracking goal for three different cases of the saturation function. Finally, the theoretical achievements are verified by computer simulations through numerical and practical examples.

摘要

本文针对受执行器饱和影响的广义系统中一般时变参考信号的输出跟踪问题,提出了一种基于观测器的改进复合非线性反馈(CNF)控制器。所提出控制律的不同部分是基于全阶广义观测器重构的状态来设计的。广义系统中的代数约束会显著使观测器和控制器的设计过程复杂化。此外,考虑执行器饱和约束,会给跟踪问题增加额外的复杂性。另一方面,在存在外部干扰的情况下,所提出的改进CNF控制器的性能也受到挑战。外部干扰的影响,连同前面提到的约束,对于研究跟踪问题的可解性需要极其复杂的计算。此外,由于闭环系统的非线性,还需要进行稳态分析以表明在存在外部干扰时跟踪误差的一致最终有界性。在这方面,通过一个定理进行精确的数学运算,该定理研究了饱和函数三种不同情况的跟踪目标。最后,通过数值和实际例子的计算机仿真验证了理论成果。

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