基于端到端管道的不确定性量化和剩余使用寿命估算:在航空发动机上的应用

M. Kefalas, Bas van Stein, Mitra Baratchi, A. Apostolidis, T. Baeck
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引用次数: 2

摘要

评估资产的剩余使用寿命(RUL)是许多关键运营行业(如航空)的预测和健康管理(PHM)的核心。现代RUL估计方法采用深度学习(DL)技术。然而,这些当代技术中的大多数只提供RUL的单点估计,而不报告预测的置信度。这种做法通常提供了过于自信的预测,可能会对操作中断甚至安全造成严重后果。为了解决这个问题,我们提出了一种基于贝叶斯深度学习的不确定性量化(UQ)技术。采用一种新的双目标贝叶斯优化方法对框架的超参数进行了调整,目标是预测性能和预测不确定性。该方法还将数据预处理步骤集成到超参数优化(HPO)阶段,将RUL建模为威布尔分布,并返回被监测资产的生存曲线,以便进行明智的决策。我们在广泛使用的C-MAPSS数据集上对单目标HPO基线进行了验证,该基线通过谐波平均值(HM)聚合了两个目标。我们证明了预测性能和预测不确定性之间存在权衡,并观察到双目标HPO与单目标基线相比返回了更多的超参数配置。此外,我们看到,使用建议的方法,当在测试集上验证时,可以为RUL估计配置模型,这些模型表现出比单目标基线更好或可比较的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
End-to-End Pipeline for Uncertainty Quantification and Remaining Useful Life Estimation: An Application on Aircraft Engines
Estimating the remaining useful life (RUL) of an asset lies at the heart of prognostics and health management (PHM) of many operations-critical industries such as aviation. Modern methods of RUL estimation adopt techniques from deep learning (DL). However, most of these contemporary techniques deliver only single-point estimates for the RUL without reporting on the confidence of the prediction. This practice usually provides overly confident predictions that can have severe consequences in operational disruptions or even safety. To address this issue, we propose a technique for uncertainty quantification (UQ) based on Bayesian deep learning (BDL). The hyperparameters of the framework are tuned using a novel bi-objective Bayesian optimization method with objectives the predictive performance and predictive uncertainty. The method also integrates the data pre-processing steps into the hyperparameter optimization (HPO) stage, models the RUL as a Weibull distribution, and returns the survival curves of the monitored assets to allow informed decision-making. We validate this method on the widely used C-MAPSS dataset against a single-objective HPO baseline that aggregates the two objectives through the harmonic mean (HM). We demonstrate the existence of trade-offs between the predictive performance and the predictive uncertainty and observe that the bi-objective HPO returns a larger number of hyperparameter configurations compared to the single-objective baseline. Furthermore, we see that with the proposed approach, it is possible to configure models for RUL estimation that exhibit better or comparable performance to the single-objective baseline when validated on the test sets.
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