基于自适应神经网络和扰动观测器的可重构变刚度致动器反步进控制。

IF 6.3 2区 计算机科学 Q1 AUTOMATION & CONTROL SYSTEMS
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引用次数: 0

摘要

可重构可变刚度致动器(RVSA)因其安全性、顺应性和鲁棒性,在机器人领域受到越来越多的关注。然而,由于高阶非线性动态、模型不确定性、时变模型参数和干扰等非线性因素,RVSA 的控制具有挑战性。本文首先开发了一种具有被动和主动非线性变刚度特性的轻型 RVSA 结构。其次,本文提出了一种基于径向基神经网络和扰动观测器的动态曲面反步进控制方法(DSBC-RBFNN-DOB),以实现具有匹配和不匹配不确定性的轻量级 RVSA 的位置控制。为解决传统反步进控制中的 "复杂性爆炸 "和噪声问题,采用了动态曲面反步进控制(DSBC)方法来设计控制器。然后,使用基于径向基神经网络(RBFNN)和扰动观测器(DOB)的方法来补偿链路和电机中的匹配和非匹配不确定性。在该方法中,匹配不确定性由 RBFNN 补偿,而 DOB 则用于补偿 RBFNN 近似误差和非匹配不确定性。通过 Lyapunov 稳定性分析,证明了控制器的半全局有界性。最后,对提出的方法进行了仿真和实际应用,验证了该方法的有效性。仿真和实验结果表明,所提方法的均方根误差(RMSE)分别仅为 0.97277°和 0.6418°。与 PID、DSBC 和 DSBC-RBFNN 相比,仿真(实验)误差降低率分别为 85.6 %(88.9 %)、49.4 %(88.4 %)和 36.1 %(80.0 %)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Backstepping control based on adaptive neural network and disturbance observer for reconfigurable variable stiffness actuator

Reconfigurable variable stiffness actuator (RVSA) has attracted increasing attention in robotics due to its safety, compliance, and robustness. However, the control of the RVSA is challenging due to nonlinear factors such as high-order nonlinear dynamic, model uncertainties, time-varying model parameters, and disturbances. In this paper, firstly, a lightweight RVSA structure with both passive and active nonlinear variable stiffness characteristic is developed. Secondly, a dynamic surface backstepping control method based on a radial basis neural network and disturbance observer (DSBC-RBFNN-DOB) is proposed to achieve position control of the lightweight RVSA with matched and unmatched uncertainties. To address solve the “complexity explosion” and noise problems in traditional backstepping control, the dynamic surface backstepping control (DSBC) method is used to design the controller. Then, a method based on radial basis neural network (RBFNN) and disturbance observer (DOB) are used to compensate for the matched and unmatched uncertainties in the link and motor. In this method, the matched uncertainties are compensated using RBFNN, and the DOB is integrated to compensate RBFNN approximation errors and unmatched uncertainties. Through Lyapunov stability analysis, the semi-global boundedness of the controller is proven. Finally, the proposed method is simulated and actually implemented, verifying the effectiveness of the method. Simulation and experimental results show that the root mean square error (RMSE) of the proposed method is only 0.97277° and 0.6418°, respectively. Compared with PID, DSBC, and DSBC-RBFNN, the error reduction percentages in simulation (experiment) are 85.6 % (88.9 %), 49.4 % (88.4 %) and 36.1 % (80.0 %) respectively.

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来源期刊
ISA transactions
ISA transactions 工程技术-工程:综合
CiteScore
11.70
自引率
12.30%
发文量
824
审稿时长
4.4 months
期刊介绍: ISA Transactions serves as a platform for showcasing advancements in measurement and automation, catering to both industrial practitioners and applied researchers. It covers a wide array of topics within measurement, including sensors, signal processing, data analysis, and fault detection, supported by techniques such as artificial intelligence and communication systems. Automation topics encompass control strategies, modelling, system reliability, and maintenance, alongside optimization and human-machine interaction. The journal targets research and development professionals in control systems, process instrumentation, and automation from academia and industry.
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