引用本文: | 宫赤坤,汝青杨,袁立鹏.液压伺服系统非对称时变输出约束事件触发控制[J].控制理论与应用,2025,42(5):979~988.[点击复制] |
GONG Chi-kun,RU Qing-yang,Yuan Li-peng.Event-triggered control for hydraulic servo systems with asymmetric time-varying output constraint[J].Control Theory & Applications,2025,42(5):979~988.[点击复制] |
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液压伺服系统非对称时变输出约束事件触发控制 |
Event-triggered control for hydraulic servo systems with asymmetric time-varying output constraint |
摘要点击 3710 全文点击 35 投稿时间:2023-03-05 修订日期:2024-10-27 |
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DOI编号 10.7641/CTA.2024.30106 |
2025,42(5):979-988 |
中文关键词 未建模动态 非对称时变约束 鲁棒控制 径向基函数网络 事件触发控制 有限时间收敛 |
英文关键词 unmodeled dynamics asymmetric time-varying constraint robust control radial basis function networks event-triggered control finite time convergence |
基金项目 国家重点研发计划项目(2018YFB2000700), 科技创新特区项目(201–CXCY–A06–01–05–01), 留学人员回国创业启动支持计划项目 (RSB2021 141)资助. |
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中文摘要 |
针对液压伺服系统具有未知非线性、未建模动态以及通信网络带宽受限等问题, 本文提出一种具有非对称
时变约束指令滤波自适应事件触发鲁棒控制方法. 与常规液压伺服系统输出位移静态受限相比较, 此控制方法在
液压伺服系统具有未建模动态的情况下, 可以保证液压伺服系统输出位移在预设的非对称时变约束范围内. 针对液
压伺服控制系统中的未知函数利用径向基函数神经网络自适应方法进行逼近补偿. 引入事件触发机制使得控制输
入不再持续更新, 从而充分利用有限的通信资源. 构造新型滤波误差补偿机制不仅可以在有限时间内收敛, 同时克
服了抖振问题. 通过李雅普诺夫方法证明了闭环系统的全局有界性. 仿真实例表明了控制方法的有效性. |
英文摘要 |
In response to issues such as unknown nonlinearities, unmodeled dynamics and limited communication
network bandwidth in hydraulic servo systems, a robust control method with asymmetric time-varying constraint command
filtering and adaptive event triggering is proposed. Compared to conventional static constraints on the output displacement
of hydraulic servo systems, this control method ensures that the output displacement of the hydraulic servo system remains
within preset asymmetric time-varying constraints, even in the presence of unmodeled dynamics. For unknown functions
in the hydraulic servo control system, the radial basis function (RBF) neural network adaptive approach is utilized for
approximation and compensation. The introduction of an event-triggering mechanism means that control inputs are no
longer continuously updated, thereby making efficient use of limited communication resources. A novel filtering error
compensation mechanism is constructed, which not only converges within a finite time, but also overcomes the issue of
chattering. The global boundedness of the closed-loop system is proved by using the Lyapunov method. Simulation
examples demonstrate the effectiveness of the control method. |
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