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基于新型非线性映射的欠驱动无人水面艇未知侧滑角约束控制

Constrained control using novel nonlinear mapping for underactuated unmanned surface vehicles with unknown sideslip angle.

作者信息

Tong Haiyan, Sun Mingxiao, Luan Taintian, Xu Donghao

机构信息

School of Automation, Harbin University of Science and Technology, Harbin, 150080, China.

School of Automation, Harbin University of Science and Technology, Harbin, 150080, China.

出版信息

ISA Trans. 2023 Oct;141:261-275. doi: 10.1016/j.isatra.2023.06.034. Epub 2023 Jul 4.

Abstract

This paper addresses the problem of guidance and control for underactuated unmanned surface vehicles (USVs) with state constraints and input saturation, in support of enabling an underactuated USV to follow a parameterized curved path in the case of unknown sideslip angle and cross-tracking error constraint. First, a cross-tracking error constraint line-of-sight (LOS) guidance law with sideslip angle compensation is originally designed to guide an underactuated USV to convergence to the desired path within a time-varying cross-tracking error constraint. Second, a novel nonlinear mapping (NM) function is first constructed to map the heading and surge control subsystems with state constraints to unconstrained nonlinear systems, transforming the constrained control problem into the unconstrained control problem. Subsequently, adaptive fuzzy control laws are designed to achieve the control objectives for the USV using the new unconstrained nonlinear systems with unknown disturbance and input saturation. Then, a series of theoretical analyses using input-to-state stability theories are presented to prove the boundness of the tracking errors for the underactuated USV during path following. Finally, numerical results obtained using a physics-based simulation model are shown to reveal the effectiveness of the guidance and control algorithms.

摘要

本文研究了具有状态约束和输入饱和的欠驱动无人水面舰艇(USV)的制导与控制问题,以支持欠驱动USV在侧滑角未知和交叉跟踪误差约束的情况下跟踪参数化曲线轨迹。首先,最初设计了一种具有侧滑角补偿的交叉跟踪误差约束视线(LOS)制导律,以引导欠驱动USV在时变交叉跟踪误差约束内收敛到期望路径。其次,首次构造了一种新颖的非线性映射(NM)函数,将具有状态约束的航向和纵荡控制子系统映射到无约束非线性系统,将约束控制问题转化为无约束控制问题。随后,设计自适应模糊控制律,利用具有未知干扰和输入饱和的新无约束非线性系统实现USV的控制目标。然后,利用输入到状态稳定性理论进行了一系列理论分析,以证明欠驱动USV在路径跟踪过程中跟踪误差的有界性。最后,给出了基于物理仿真模型获得的数值结果,以揭示制导与控制算法的有效性。

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