Adaptive prescribed performance control for dynamic positioning SSPs with dynamic actuators’ faults

IF 4.6 2区 工程技术 Q1 ENGINEERING, CIVIL
Yongsheng Dou , Chenfeng Huang , Xianku Zhang , Dawei Gao , Meirong Wei
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引用次数: 0

Abstract

This paper presents a control scheme for the dynamic positioning (DP) semi-submersible platform (SSP) with dynamic actuators’ faults. In this algorithm, robust damping technique is employed to adaptively compensate for actuator gain uncertainties and system model uncertainties. Furthermore, by incorporating a tuning parameter with contractibility into a ln-type performance function, a simplified prescribed performance control (PPC) strategy based on barrier error transformation is derived. The dynamic error is ensured to converge from the initial state to the predefined region by means of shifting function. Additionally, a fault correcting gain is used to provide online compensation for the effects of dynamic actuators’ faults, which is incorporated into the adaptive controller. Under the effect of the designed controller, all signals within the entire closed-loop system are proved to semi-globally ultimately uniformly bounded (SGUUB) stability by the Lyapunov stability theory. Finally, the closed-loop performance simulations confirm the algorithm’s effectiveness in PPC and FTC, the comparison simulations confirm the algorithm’s superiority with the faster convergence speed, economic efficiency, and reduced computational burden.
带有动态执行器故障的动态定位ssp自适应预定性能控制
提出了一种针对动态执行器故障的动态定位半潜式平台的控制方案。该算法采用鲁棒阻尼技术对致动器增益不确定性和系统模型不确定性进行自适应补偿。在此基础上,将具有可收缩性的调优参数引入到n型性能函数中,推导了一种基于屏障误差变换的简化规定性能控制策略。通过移位函数保证动态误差从初始状态收敛到预定区域。此外,采用故障校正增益对动态执行器故障的影响进行在线补偿,并将其纳入自适应控制器中。在所设计控制器的作用下,利用Lyapunov稳定性理论证明了整个闭环系统内的所有信号都是半全局最终一致有界稳定的。最后通过闭环性能仿真验证了该算法在PPC和FTC中的有效性,对比仿真验证了该算法收敛速度快、经济高效、计算量小的优越性。
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来源期刊
Ocean Engineering
Ocean Engineering 工程技术-工程:大洋
CiteScore
7.30
自引率
34.00%
发文量
2379
审稿时长
8.1 months
期刊介绍: Ocean Engineering provides a medium for the publication of original research and development work in the field of ocean engineering. Ocean Engineering seeks papers in the following topics.
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