基于自适应积分终端分数阶超扭转算法的鲁棒摄影测量工业机器人在线姿态校正

E. Zakeri, W. Xie
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引用次数: 1

摘要

针对具有不确定性的眼手摄影测量工业机器人,提出了一种新的自适应鲁棒控制方案。该方法采用两个控制回路:内部回路和外部回路。前者是为控制机器人关节而设计的动态控制器。外环是运动控制器,利用摄影测量传感器(在本研究中是C-track AMETEK)获得的估计末端执行器姿态来纠正姿态误差。提出了一种自适应积分终端分数阶超扭转算法(AITFOSTA),并将其应用于两个控制回路。AITFOSTA是一种积分滑模控制器(ISMC),其名义控制律为终端控制律,其开关部分由分数阶超扭转算法(FOSTA)代替,在抑制不确定性的同时,极大程度地减少了抖振。此外,设计了一种基于径向基函数神经网络(RBFNN)的自适应不确定性和干扰估计器,并将其作为补偿器减小不确定性边界,进一步降低抖振。对所提出的控制器进行了稳定性分析。在PUMA200工业机器人上的实验结果表明,该方法比其他已知方法具有优越性,其位置和方向的跟踪精度分别达到了0.06 mm和0.18°。
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Robust Photogrammetry-Based Online Pose Correction of Industrial Robots Employing Adaptive Integral Terminal Fractional-Order Super-Twisting Algorithm
In this paper, a novel adaptive robust control scheme is proposed for pose correction of eye-to-hand photogrammetry-based industrial robots subject to uncertainties. The proposed method uses two control loops: internal and external loops. The former is the dynamic controller designed for controlling the robot’s joints. The external loop is the kinematic controller to correct the pose error using the estimated end-effector’s pose acquired by the photogrammetry sensor (in this research C-track AMETEK). An adaptive integral terminal fractional-order super-twisting algorithm (AITFOSTA) is developed and employed for both control loops. AITFOSTA is an integral sliding mode controller (ISMC) whose nominal control law is a terminal one and its switching part is replaced with a fractional-order super-twisting algorithm (FOSTA), reducing the chattering to a great extent while rejecting the uncertainties. Additionally, an adaptive uncertainty and disturbance estimator based on radial basis function neural network (RBFNN) is designed and used as a compensator to reduce the uncertainty bounds, contributing to further chattering reduction. The stability analysis of the proposed controller is also presented. Experimental results on a PUMA200 industrial robot show superiority of the proposed method over other well-known approaches by reaching an unprecedented tracking accuracy, i.e., 0.06 mm and 0.18 deg for position and orientation, respectively.
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