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电液比例伺服阀自适应自抗扰控制

周宁1,仇智2,苏琦2,邓文翔1,李冬明3,潘红波4,张国良4,姚建勇1*   

  1. 1.南京理工大学 机械工程学院;2.浙江大学 流体动力基础件与机电系统全国重点实验室; 3.江苏恒立液压股份有限公司;4.江苏恒立液压科技有限公司
  • 收稿日期:2025-03-11 修回日期:2025-07-15
  • 基金资助:
    国家重点研发计划项目(2024YFB4709600);国家自然科学基金项目(U24A20112、52275062);江苏省前沿引领技术基础研究专项(BK20232031);江苏省优秀青年基金项目(BK20230096);江苏省科技成果转化专项资金资助项目(BA2023039)

Adaptive Active Disturbance Rejection Control For Electrohydraulic Proportional Servo Valve

ZHOU Ning1, QIU Zhi2, SU Qi2, DENG Wenxiang1, LI Dongming3, PAN Hongbo4, ZHANG Guoliang4, YAO Jianyong1*   

  1. 1.School of Mechanical Engineering, Nanjing University of Science and Technology; 2. State Key Laboratory of Fluid Power and Mechatronic Systems, Zhejiang University; 3. Jiangsu Hengli Hydraulic Co., Ltd.; 4. Jiangsu Hengli Hydraulic Technology Co., Ltd.
  • Received:2025-03-11 Revised:2025-07-15

摘要: 比例伺服阀作为导弹发射平台、坦克、火炮等国防重载液压驱动系统的核心元件,由于其阀芯运动系统受到磁滞、液动力及Stribeck摩擦等复杂动态特性的制约,使得传统比例积分微分(Proportional-integral-derivative, PID)控制方法难以突破性能瓶颈。为此提出一种融合参数自适应律与扩张状态观测器(Extended State Observer, ESO)的电液比例伺服阀自适应自抗扰控制器(Adaptive Active Disturbance Rejection Controller, AADRC)。通过建立阀芯运动的位置环状态空间模型,解析其非线性动态耦合机制;针对液压阀弹簧刚度、黏性阻尼系数等参数不确定性,设计参数自适应律在线估计未知参数,并利用ESO对磁滞-液动力-未建模摩擦复合非线性动态进行补偿。基于Lyapunov稳定性理论,严格证明该控制器可保证闭环系统状态、参数估计及干扰观测误差的全局一致最终有界性。对比实验结果表明:与PID控制器及基于标称模型的鲁棒控制器相比,新提出的AADRC在常速(0.5 Hz)和高速(2.0 Hz)正弦工况下均具有最小稳态跟踪误差;在三角波工况下能有效克服换向时的滞后。

关键词: 比例伺服阀, 磁滞, 液动力, 自适应控制, 扩张状态观测器

Abstract: Proportional servo valves are core components in defense heavy-duty hydraulic drive systems such as missile launchers, tanks and artilleries. Due to the complex dynamic characteristics constraining their spool motion systems – including hysteresis, flow force, and Stribeck friction– conventional proportional integral derivative (PID) controller struggles to overcome inherent performance limitations. An adaptive active disturbance rejection controller (AADRC) for electro-hydraulic proportional servo valves is proposed, integrating a parameter adaptation law with an extended state observer (ESO). This approach involves establishing a state-space model of the position loop for spool motion, revealing its nonlinear dynamic coupling mechanisms. To address parameter uncertainties such as hydraulic valve spring stiffness and viscous damping coefficient, a parameter adaptation law is designed for online estimation of unknown parameters, while an ESO compensates dynamically for the coupled nonlinear disturbances arising from hysteresis, flow force, and unmodeled friction. Based on Lyapunov stability theory, the controller is strictly proven to guarantee the global uniform ultimate boundedness (GUUB) of the closed-loop system states, parameter estimation errors, and disturbance observation errors. Comparative experimental results demonstrate that the proposed AADRC: achieves the smallest steady-state tracking error under both low-speed (0.5 Hz) and high-speed (2 Hz) sinusoidal conditions when compared to PID controllers and nominal model-based robust controllers; effectively overcomes the lag during reversal in triangular wave conditions.

Key words: proportional servo valve, hysteresis, flow force, adaptive control, extended state observer

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