Predicting the Dynamic Parameters for Milling Thin-Walled Blades with a Neural Network

IF 3.3 Q2 ENGINEERING, MANUFACTURING
Yu Li, Feng Ding, Dazhen Wang, Weijun Tian, Jinhua Zhou
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引用次数: 0

Abstract

Accurately predicting the time-varying dynamic parameters of a workpiece during the milling of thin-walled parts is the foundation of adaptively selecting chatter-free machining parameters. Hence, a method for accurately and quickly predicting the time-varying dynamic parameters for milling thin-walled parts is proposed, which is based on the shell FEM and a three-layer neural network. The time-dependent dynamics of the workpiece can be calculated using the FEM by obtaining the geometrical parameters of the arc-faced junctions within the discrete cells of the initial and machined workpiece. It is unnecessary to re-divide the mesh cells of the thin-walled parts at each cutting position, which enhances the computational efficiency of the workpiece dynamics. Meanwhile, in comparison with the three-dimensional cube elements, the shell elements can reduce the number of degrees of freedom of the FEM model by 74%, which leads to the computation of the characteristic equation that is about nine times faster. The results of the modal test show that the maximum error of the shell FEM in predicting the natural frequency of the workpiece is about 4%. Furthermore, a three-layer neural network is constructed, and the results of the shell FEM are used as samples to train the model. The neural network model has a maximum prediction error of 0.409% when benchmarked against the results of the FEM. Furthermore, the three-layer neural network effectively enhances computational efficiency while guaranteeing accuracy.
用神经网络预测铣削薄壁刀片的动态参数
准确预测薄壁零件铣削过程中工件的时变动态参数是自适应选择无颤振加工参数的基础。因此,本文提出了一种基于壳有限元和三层神经网络的方法,用于准确快速地预测薄壁零件铣削过程中的时变动态参数。通过获取初始工件和已加工工件离散单元内弧面交界处的几何参数,即可利用有限元计算出工件的随时间变化的动态参数。无需在每个切削位置重新划分薄壁零件的网格单元,从而提高了工件动力学的计算效率。同时,与三维立方体元素相比,壳元素可将有限元模型的自由度数减少 74%,从而使特征方程的计算速度提高约 9 倍。模态测试结果表明,壳有限元预测工件固有频率的最大误差约为 4%。此外,还构建了一个三层神经网络,并将壳体有限元的结果作为训练模型的样本。以有限元结果为基准,神经网络模型的最大预测误差为 0.409%。此外,三层神经网络在保证精度的同时有效提高了计算效率。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal of Manufacturing and Materials Processing
Journal of Manufacturing and Materials Processing Engineering-Industrial and Manufacturing Engineering
CiteScore
5.10
自引率
6.20%
发文量
129
审稿时长
11 weeks
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