使用机器学习预测模型进行质量控制:来自汽车行业的案例研究。

IF 1.3 Q3 SOCIAL SCIENCES, MATHEMATICAL METHODS Computational Management Science Pub Date : 2023-01-01 DOI:10.1007/s10287-023-00448-0
Mohamed Kais Msakni, Anders Risan, Peter Schütz
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引用次数: 0

摘要

本文研究了一个使用时间序列数据和机器学习算法的预测问题。本案例研究涉及汽车行业保险杠横梁的质量控制。这些零件在生产过程中进行铣削,铣孔的位置受到严格的公差限制。机器学习模型被用来预测下一束的铣孔位置。通过这样做,可以在早期阶段检测到公差违规,并可以改进生产流程。一个标准的神经网络,一个长短期记忆网络(LSTM),和随机森林算法实现和训练的历史数据,包括以前的产品测量的时间序列。实验表明,所有模型都具有相似的预测能力,LSTM和随机森林的预测能力略占优势。结果表明,部分孔洞的预测质量较好,预测结果可用于改进质量控制过程。然而,其他漏洞显示出较差的结果,并支持了真实数据问题受到不适当信息或缺乏相关信息的挑战的说法。
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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Using machine learning prediction models for quality control: a case study from the automotive industry.

This paper studies a prediction problem using time series data and machine learning algorithms. The case study is related to the quality control of bumper beams in the automotive industry. These parts are milled during the production process, and the locations of the milled holes are subject to strict tolerance limits. Machine learning models are used to predict the location of milled holes in the next beam. By doing so, tolerance violations are detected at an early stage, and the production flow can be improved. A standard neural network, a long short term memory network (LSTM), and random forest algorithms are implemented and trained with historical data, including a time series of previous product measurements. Experiments indicate that all models have similar predictive capabilities with a slight dominance for the LSTM and random forest. The results show that some holes can be predicted with good quality, and the predictions can be used to improve the quality control process. However, other holes show poor results and support the claim that real data problems are challenged by inappropriate information or a lack of relevant information.

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来源期刊
Computational Management Science
Computational Management Science SOCIAL SCIENCES, MATHEMATICAL METHODS-
CiteScore
1.90
自引率
11.10%
发文量
13
期刊介绍: Computational Management Science (CMS) is an international journal focusing on all computational aspects of management science. These include theoretical and empirical analysis of computational models; computational statistics; analysis and applications of constrained, unconstrained, robust, stochastic and combinatorial optimisation algorithms; dynamic models, such as dynamic programming and decision trees; new search tools and algorithms for global optimisation, modelling, learning and forecasting; models and tools of knowledge acquisition. The emphasis on computational paradigms is an intended feature of CMS, distinguishing it from more classical operations research journals. Officially cited as: Comput Manag Sci
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