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Active Disturbance Rejection Control for Double-Pump Direct-Driven Hydraulics

机译:双泵直接驱动液压的主动扰动控制

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As a result of the energy crisis and further development of the electro-hydraulic actuator, double-pump direct driven hydraulics (DDH) was brought forward, which mainly comprises a servo motor, double fixed displacement pumps, a differential cylinder, a low-pressurized tank and auxiliary valves. To address the problems caused by uncertain parameters and unknown external disturbances of DDH, this paper proposed a control method adopting active disturbance rejection control (ADRC). Firstly, a mathematical model, including a DDH unit and a micro-crane, was created and modelled in MATLAB/Simulink. Further, the model was verified by measurement. After that, the state-space equation model of the system was derived based on its mathematical model and a third-order ADRC was designed using the constructed system state-space equation. Additionally, tracking-differentiator (TD) was employed to process the input signal transiently to avoid unnecessary oscillations, and the extended state observer (ESO) was used to accurately estimate the influence of the uncertainty and compensate by nonlinear feedback control law (NFCL). Moreover, the proposed ADRC or Proportional–Integral–Differential (PID) control was combined with the mathematical model of a micro-crane. Finally, the simulations were performed under varying loads, and the system position tracking performance were analyzed and compared. The results show that the ADRC can sufficiently suppress the unknown external disturbance, has the advantages of robustness, and improves the position tracking precision.
机译:由于能源危机和电动液压致动器,双泵的进一步发展直接驱动液压系统(DDH)中的溶液提出,其主要包括一伺服马达的结果,双固定排量泵,一差动缸,低加压坦克和辅助阀。为了解决造成不确定参数和DDH的未知外部干扰的问题,提出了一种控制方法,采用抗扰控制(ADRC)。首先,一个数学模型,其中包括一个DDH单元和微起重机,创建并在MATLAB / Simulink的建模。另外,该模型是由测量验证。在这之后,系统的状态空间方程模型是基于它的数学模型和第三阶ADRC被使用构建的系统的状态空间方程设计的。此外,跟踪微分(TD)中的溶液采用瞬时处理输入信号,以避免不必要的振荡,和延伸状态观测器(ESO)被用来准确地估计的不确定性的影响,并且通过非线性反馈控制律(NFCL)补偿。此外,提出的ADRC或比例&ndash的;积分&ndash的;微分(PID)控制用微起重机的数学模型相结合。最后,将模拟是变化的负载下进行的,并且系统中的位置跟踪性能进行了分析和比较。结果表明,自抗扰控制器也能充分抑制未知的外部干扰,具有鲁棒性的优点,提高了位置跟踪精度。

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