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基于有限时间PAILOS的具有输入饱和的欠驱动水面舰艇路径跟踪控制

Finite time PAILOS based path following control of underactuated marine surface vessel with input saturation.

作者信息

Zhu Hong, Yu Haomiao, Guo Chen

机构信息

College of Marine Electrical Engineering, Dalian Maritime University, Dalian 116026, Liaoning, China.

College of Marine Electrical Engineering, Dalian Maritime University, Dalian 116026, Liaoning, China.

出版信息

ISA Trans. 2023 Apr;135:66-77. doi: 10.1016/j.isatra.2022.09.027. Epub 2022 Sep 27.

Abstract

In this article, the line-of-sight (LOS)-based on the control principle of path following is presented to apply to a marine surface vessel (MSV) with an unknown time-varying sideslip angle. The input saturation and the uncertain model are taken into account. The presented finite-time predictor-based adaptive integral line-of-sight (FPAILOS) guidance principle can estimate the unknown time-varying sideslip angle while compensating for the drift force. The FPAILOS guidance law offers the desired yaw angle. The drift force can be caused by the ocean currents, which are taken into account in the kinematic model for the MSV. For the input saturation problem, we select the finite-time auxiliary system to limit inputs. Designing path following control signals adopts the finite-time dynamic surface control (FDSC) method. The finite-time low-frequency learning-based fuzzy system is designed to solve the uncertain model problem for the MSV. Finally, the stability of the system is demonstrated and numerical simulations are performed, where the objective is to evaluate the proposed theoretical results. With the presented control strategy, the track errors can converge into arbitrary small neighborhoods around zero in finite time.

摘要

在本文中,提出了基于视线(LOS)的路径跟踪控制原理,以应用于具有未知时变侧滑角的海面船舶(MSV)。考虑了输入饱和和不确定模型。所提出的基于有限时间预测器的自适应积分视线(FPAILOS)制导原理能够估计未知的时变侧滑角,同时补偿漂力。FPAILOS制导律提供期望的偏航角。漂力可能由海流引起,在MSV的运动学模型中考虑了海流。针对输入饱和问题,我们选择有限时间辅助系统来限制输入。设计路径跟踪控制信号采用有限时间动态面控制(FDSC)方法。设计基于有限时间低频学习的模糊系统来解决MSV的不确定模型问题。最后,证明了系统的稳定性并进行了数值仿真,目的是评估所提出的理论结果。采用所提出的控制策略,跟踪误差能够在有限时间内收敛到零附近的任意小邻域内。

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