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A Robot Calibration Method Based on Joint Angle Division and an Artificial Neural Network

机译:一种基于关节角分离和人工神经网络的机器人校准方法

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摘要

Robot calibration is used to improve the accuracy of the kinematic model to achieve the higher positioning accuracy within the workspace. Due to some nongeometrical reasons such as joint and link flexibility, the errors are unevenly distributed in the workspace. In this case, it is difficult for the existing methods used to improve the absolute positioning accuracy to achieve good results in each region, especially for robots with large self-weights. In this paper, a novel calibration method is proposed, which deals with joint deflection dependent errors to enhance the robot positioning accuracy in the whole workspace. Firstly, the joint angle workspace is divided into several local regions according to the mass distribution of the robot. Then, its geometric parameters are modeled and identified using the Denavit–Hartenberg (DH) model in each region and in the whole workspace separately. Since the nongeometric error sources are difficult to model correctly, an artificial neural network (ANN) is applied to compensate for the nongeometric errors. Finally, the experiments using an 8 degree-of-freedom (DOF) engineering robot are conducted to demonstrate the validity of the proposed method. The combination of the joint angle division and ANN could be an effective solution for the robot calibration, especially for one with a large self-weight.
机译:机器人校准用于提高运动模型的准确性,以实现工作空间内的较高定位精度。由于某些非原始原因,如关节和链接灵活性,误差在工作空间中不均匀地分布。在这种情况下,难以用于提高绝对定位精度的现有方法,以实现每个区域的良好结果,特别是对于具有大自重的机器人。本文提出了一种新颖的校准方法,该方法涉及关节偏转依赖性误差,以增强整个工作空间中的机器人定位精度。首先,根据机器人的质量分布,关节角度工作区分为几个局部区域。然后,它的几何参数是使用每个区域中的Denavit-Hartenberg(DH)模型和整个工作空间中的模拟和识别的。由于非数误差源难以正确模拟,因此应用人工神经网络(ANN)来补偿非数误差。最后,进行了使用8自由度(DOF)工程机器人的实验以证明所提出的方法的有效性。关节角分离和ANN的组合可以是机器人校准的有效解决方案,特别是对于具有大自重的一个有效的解决方案。

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