首页> 外文期刊>International journal of automation technology >Calibration of Kinematic Parameters of Robot Arm Using Laser Tracking System: Compensation for Non-Geometric Errors by Neural Networks and Selection of Optimal Measuring Points by Genetic Algorithm
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Calibration of Kinematic Parameters of Robot Arm Using Laser Tracking System: Compensation for Non-Geometric Errors by Neural Networks and Selection of Optimal Measuring Points by Genetic Algorithm

机译:使用激光跟踪系统的机械臂运动学参数校准:通过神经网络补偿非几何误差,并通过遗传算法选择最佳测量点

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摘要

Offline teaching based on high positioning accuracy of a robot arm is desired to take the place of manual teaching. In offline teaching, joint angles are calculated using a kinematic model of the robot arm. However, a nominal kinematic model does not consider the errors arising in manufacturing or assembly, not to mention the non-geometric errors arising in gear transmission, arm compliance, etc. Therefore, a method of precisely calibrating the parameters in a kinematic model is required. For this purpose, it is necessary to measure the three-dimensional (3-D) absolute position of the tip of a robot arm. In this paper, a laser tracking system is employed as the measurement apparatus. The geometric parameters in the robot kinematic model are calibrated by minimizing errors between the measured positions and the predicted ones based on the model. The residual errors caused by non-geometric parameters are further reduced by using neural networks, realizing high positioning accuracy of sub-millimeter order. To speed up the calibration process, a smaller number of measuring points is preferable. Optimal measuring points, which realize high positioning accuracy while remaining small in number, are selected using Genetic Algorithm (GA).
机译:期望基于机械臂的高定位精度的离线教学来代替手动教学。在离线教学中,使用机器人手臂的运动模型来计算关节角度。但是,标称运动学模型没有考虑制造或装配过程中产生的误差,更不用说齿轮传动,臂顺应性等方面引起的非几何误差。因此,需要一种精确校准运动学模型中参数的方法。为此,有必要测量机器人手臂尖端的三维(3-D)绝对位置。在本文中,激光跟踪系统被用作测量设备。机器人运动学模型中的几何参数通过最小化测量位置和基于模型的预测位置之间的误差来进行校准。通过使用神经网络进一步减少了非几何参数引起的残留误差,实现了亚毫米级的高定位精度。为了加快校准过程,最好使用较少数量的测量点。使用遗传算法(GA)选择可以实现高定位精度同时又保持少量数量的最佳测量点。

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