基于机器学习的微透镜模具微铣削伺服电机电流形状误差估计

Kenta Mizuhara, Daisuke Nakamichi, Wataru Yanagihara, Y. Kakinuma
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引用次数: 0

摘要

微透镜阵列(MLAs)的量产需求日益增长。采用注射成型工艺制备MLA,在五轴高精度机床上采用小直径立铣刀加工模具。在加工时,无法通过目测来判断模具的质量。因此,必须开发有效的过程监控技术。一种很有前途的方法是应用伺服电机电流进行过程监控,因为只要伺服电机工作良好,就不需要外部传感器,资本投资或维护过程。从这个角度出发,提出了一种仅利用伺服电机电流的基于机器学习的形状误差估计方法。为了探索微铣削过程中产生的电机电流与模具形状误差之间的关系,记录了伺服电机在X、Y、z轴上的电流,并在加工后测量了相应的MLA模具形状误差。输入数据采用短时傅里叶变换将时域伺服电机电流数据转换为频域数据,并通过主成分分析对数据进行降维处理。根据输出数据的有意义标签,给出了每个窗口对应的加工区域的平均形状误差。利用输入/输出关系训练五种不同的机器学习模型,并对每种模型的形状误差估计精度进行了评估。此外,还比较了使用X、Y和z轴的估计精度,以找到具有最高精度感知形状误差的轴。结果表明,利用最接近加工点的x轴伺服电机电流信息的非线性方法获得了最高的形状误差估计精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Machine Learning-Based Shape Error Estimation Using the Servomotor Current Generated During Micro-Milling of a Micro-Lens Mold
The demand for the mass production of micro-lens arrays (MLAs) is increasing. An MLA is fabricated through an injection molding process, and its mold is manufactured by a five-axis high-precision machine tool using a small diameter endmill. A visual examination is not available to judge the quality of the mold while machining. Therefore, an effective process monitoring technology must be developed. A promising approach is to apply a servomotor current to in-process monitoring because as long as the servomotor works well, no external sensors, capital investment, or maintenance processes are required. From this perspective, a machine learning-based shape error estimation method using only the servomotor current is proposed. To explore the relationship between the motor current generated during micro-milling and the shape error of the mold, the servomotor current in X-, Y-, and Z-axes was recorded, and the corresponding shape error of the MLA mold was measured after machining. Input data were prepared by converting time-domain servomotor current data to frequency-domain data using short-time Fourier transform and reducing the dimensions of the data via principal component analysis. In terms of a meaningful label for the output data, the average shape error in the machined area corresponding to each window was provided. The input/output relationships were used to train five different machine learning models, and the accuracy of shape error estimation using each model was evaluated. In addition, the estimation accuracies using the X-, Y-, and Z-axes were compared to find the axis that senses the shape error with the highest accuracy. The results show that the non-linear method using the X-axis servomotor current information closest to the machining point achieved the highest shape error estimation accuracy.
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