基于迭代观测器的液压锚杆钻机回转系统数据驱动学习控制

Iterative Observer-Based Data-Driven Learning Control for Rotary System of Hydraulic Bolter

  • 摘要: 针对液压锚杆钻机回转系统在钻孔过程中存在的参数时变、外部负载扰动以及重复运行不确定性导致的转速跟踪性能下降问题,结合钻孔作业的周期重复特性,提出一种基于观测器的无模型自适应迭代学习控制方法。首先,基于电液比例控制系统流量压力关系建立回转系统动态模型,并结合钻孔过程的重复运行特性,将系统描述为含非重复不确定性的非线性迭代形式。其次,设计一种用于综合不确定性估计与补偿的迭代观测器,利用历史迭代观测误差更新系统输出及不确定性估计。在此基础上,将观测信息引入参数更新律和迭代学习控制律,降低综合不确定性对数据驱动学习过程的影响,提高系统在变工况下的抗扰性能。通过分析跟踪误差与观测误差之间的递归关系,证明了转速跟踪误差沿迭代轴的有界收敛性。最后,基于MATLAB与AMESim联合仿真平台进行仿真验证。结果表明,所提方法能够提高转速跟踪精度和迭代收敛性能,对负载变化及综合不确定性具有较好的鲁棒性。

     

    Abstract: Aiming at the problem of degraded speed tracking performance of the hydraulic roofbolter rotary system caused by time-varying parameters, external load disturbances, and repetitive operation uncertainties during the drilling process, an observer-based model-free adaptive iterative learning control method is proposed by leveraging the periodic repetitive characteristics of drilling operations. First, a dynamic model of the rotary system is established based on the flow-pressure relationship of the electro-hydraulic proportional control system, and the system is described as a nonlinear iterative form with non-repetitive uncertainties by incorporating the repetitive operation characteristics of the drilling process. Second, an iterative observer is designed for the estimation and compensation of lumped uncertainties, which updates the system output and uncertainty estimates using historical iterative observation errors. On this basis, the observation information is introduced into the parameter update law and the iterative learning control law to reduce the influence of lumped uncertainties on the data-driven learning process and improve the disturbance rejection performance of the system under variable working conditions. By analyzing the recursive relationship between the tracking error and the observation error, the bounded convergence of the speed tracking error along the iteration axis is proved. Finally, simulation verification is carried out on the MATLAB-AMESim co-simulation platform. The results show that the proposed method can improve the speed tracking accuracy and iterative convergence performance, and exhibits good robustness against load variations and lumped uncertainties.

     

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