通过几何和非几何校准知识转移预测双机器人系统相对位置误差的方法

Siming Cao, Hongfeng Wang, Yingjie Guo, Weidong Zhu, Yinglin Ke
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引用次数: 0

摘要

目的 在双机器人系统中,相对位置误差是每个单机器人误差的叠加,导致协调精度下降。本研究旨在通过直接补偿相对误差来提高双机器人系统的相对精度。为此,提出了一种新颖的校准驱动转移学习方法,用于双机器人系统的相对误差预测。设计/方法/途径提出了一种参数最小的新颖局部指数积(POE)模型,用于误差建模。并提出了一种两步法来识别单机器人的几何和非几何参数。利用确定的参数,建立两个校准模型,并将其合并为一个双机器人模型,生成标称模型和校准模型输出之间的误差数据。随后,引入校准驱动的转移,包括用足够的误差数据预训练神经网络,并用少量测量数据集进行微调,从而实现知识转移,进而获得高精度的相对误差预测器。原创性/价值首先,所提出的标定驱动转移方法创新性地采用标定模型作为数据生成器,解决了实际数据稀缺的问题。它只需少量测量数据集即可实现高精度的相对误差预测,显著提高了误差补偿效率。其次,所提出的局部 POE 模型实现了模型最小化,无需进行复杂的冗余参数划分操作,确保了参数识别的稳定性和鲁棒性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A method for predicting relative position errors in dual-robot systems via knowledge transfer from geometric and nongeometric calibration

Purpose

In a dual-robot system, the relative position error is a superposition of errors from each mono-robot, resulting in deteriorated coordination accuracy. This study aims to enhance relative accuracy of the dual-robot system through direct compensation of relative errors. To achieve this, a novel calibration-driven transfer learning method is proposed for relative error prediction in dual-robot systems.

Design/methodology/approach

A novel local product of exponential (POE) model with minimal parameters is proposed for error modeling. And a two-step method is presented to identify both geometric and nongeometric parameters for the mono-robots. Using the identified parameters, two calibrated models are established and combined as one dual-robot model, generating error data between the nominal and calibrated models’ outputs. Subsequently, the calibration-driven transfer, involving pretraining a neural network with sufficient generated error data and fine-tuning with a small measured data set, is introduced, enabling knowledge transfer and thereby obtaining a high-precision relative error predictor.

Findings

Experimental validation is conducted, and the results demonstrate that the proposed method has reduced the maximum and average relative errors by 45.1% and 30.6% compared with the calibrated model, yielding the values of 0.594 mm and 0.255 mm, respectively.

Originality/value

First, the proposed calibration-driven transfer method innovatively adopts the calibrated model as a data generator to address the issue of real data scarcity. It achieves high-accuracy relative error prediction with only a small measured data set, significantly enhancing error compensation efficiency. Second, the proposed local POE model achieves model minimality without the need for complex redundant parameter partitioning operations, ensuring stability and robustness in parameter identification.

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