表面粗糙度
分位数
预测区间
支持向量机
贝叶斯概率
线性回归
分位数回归
表面光洁度
回归
吉布斯抽样
材料科学
统计
计算机科学
人工智能
机器学习
算法
数学
冶金
复合材料
作者
Weichao Liu,Pengyu Wang,Youpeng You
标识
DOI:10.1016/j.jmapro.2023.04.038
摘要
To quantify the influence of cutting parameters on surface roughness and improve the prediction accuracy, a novel method is proposed for surface roughness prediction in milling process. A quantile regression (QR) model is constructed using multi-source heterogeneous (MSH) data comprising monitoring signals and cutting parameters within a Bayesian framework . The model parameters are then estimated using Gibbs sampling, and the predicted roughness and confidence interval (CI) can be obtained using the proposed Bayesian quantile model (BQR). Experimental results show that the proposed method has a prediction error of 15.05 %, which is 13.11 %, 0.01 %, and 1.7 % lower than least squares regression (LSR), back propagation network (BPN), and Bayesian linear regression (BLR), respectively. Through the comparison between predictions and experimental measurements, the proposed method has no great advantages over BPN in terms of prediction error, and is even 2.39 % higher than the prediction error of Support Vector Machine (SVM). However, the advantage of the proposed method compared with the above methods is that it can provide the analysis results of the influence of cutting parameters on surface roughness, which has practical significance in providing guidance for operators to reduce surface roughness in the milling process.
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