基于概率和物理的机器学习用于时间序列数据的预测性维护

P. Vu, Emanuel Aldea, Mounira Bouarroudj, S. L. Hégarat-Mascle
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引用次数: 1

摘要

物理信息神经网络能够从观测数据和潜在的物理定律中学习。同时,它们在实际应用环境中的实现需要额外考虑与具有巨大不同规模的变量的多目标优化相关的问题。此外,许多应用得益于校准良好的不确定性估计和预测。在这项研究中,我们使用机械工程中的物理疲劳裂纹扩展模型,利用时间序列数据检验了物理信息神经网络在预测性维护应用中的应用。我们的目标是获得良好的预测性能,同时产生正确的不确定性区间和限制计算成本。此外,我们还考虑了深度学习中一些已建立的不确定性量化技术作为基线,并对其校准进行了详细的定量评估。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Probabilistic and Physics-Informed Machine Learning for Predictive Maintenance with Time Series Data
Physics-informed neural networks are capable of learning from both observation data and the underlying physical laws. Meanwhile, their implementation in real application settings requires additional considerations related to multi-objective optimization of variables with vastly different scales. Besides, many applications benefit from having well-calibrated uncertainty estimate along with the prediction. In this study, we examine physics-informed neural network for a predictive maintenance application with times series data, using a physical fatigue crack propagation model from mechanical engineering. Our goal is to attain good predictive performance, while at the same time producing correct uncertainty intervals and limiting computation cost. Moreover, we also consider as baselines some established uncertainty quantification techniques in deep learning, and we provide a detailed quantitative assessment of their calibration.
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