基于Ackermann公式的偏航运动滑模控制

Dilip Kumar Malav, Rajashree Taparia
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引用次数: 1

摘要

远洋船舶是一个非常复杂的动力系统。它受到三种扰动的影响:由船舶运动引起的流体动力扰动,由风、波浪和海流产生的外部扰动,以及由船舶控制系统(如推进和转向系统)产生的扰动。外部扰动,特别是波动,是最重要的,因为它们的高能量,不能被控制系统完全消除。滑模控制提供了对摄动具有鲁棒性的控制。利用Ackermann公式,以显式形式设计了滑模控制的不连续平面。系统的控制与所施加的扰动无关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Sliding mode control of yaw movement based on Ackermann's formula
A ship in open sea is a very complex dynamic system. It is affected by three types of perturbations: hydrodynamic perturbations induced by the ship movements, external perturbations produced by wind, waves, and sea currents, and those produced by the control systems of the ship, like propulsion and steering systems. The external perturbations, especially the waves, are the most important, because of their high energy, which can not be completely eliminated by the control systems. The sliding mode control provides the control which is robust to perturbation. The discontinuity plane for sliding mode control is designed in an explicit form using Ackermann's formula. The control of the system is being independent of perturbations applied.
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