A Recurrent Neural Network Method for Condition Monitoring and Predictive Maintenance of Pressure Vessel Components

C. Halliday, I. Palmer, Nigel Pready, M. Joyce
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Abstract

High-fidelity physics simulations such as finite element analyses (FEA) provide accurate solutions to complex physical problems that are encountered in equipment subjected to transient conditions. However, such simulations come with significant computational expense, which often prevents them from being used for condition monitoring as a ‘digital twin’. Physics-based reduced order models (ROMs) seek to reduce this computational cost by using classical equations, augmented with empirical factors, to predict some unknown physical quantity of interest over time. Such ROMs are fast to run and simple to tailor for different load cases, but often require significant bespoke development effort. Additionally, developing the formulation of such ROMs becomes increasingly difficult as the complexity of the modelled physical phenomena increases. Advances in Artificial Intelligence and Machine Learning have resulted in techniques that are ideally placed to address the shortfalls of ROMs and maintain their benefits. A common problem that a physics-based ROM attempts to solve is predicting an unknown time-varying parameter (such as stress) based on a set of known time-varying parameters. Recurrent Neural Networks (RNNs) are well suited to tackle exactly this problem as an RNN-ROM. An RNN-ROM has been developed and validated against finite element analyses for a piece of rotating machinery subjected to complex thermal transients. Transient thermal datasets were extracted from locations of interest in an FEA representation of a rotating component and used as inputs to the RNN-ROM to predict time-dependent transient thermal behavior. The results were compared to the high-fidelity finite element model from which the input data was extracted; these results showed significantly improved accuracy compared to physics-based ROMs.
压力容器部件状态监测与预测性维修的递归神经网络方法
高保真物理模拟,如有限元分析(FEA),为设备在瞬态条件下遇到的复杂物理问题提供了准确的解决方案。然而,这样的模拟带来了巨大的计算成本,这通常阻碍了它们作为“数字双胞胎”用于状态监测。基于物理的降阶模型(ROMs)试图通过使用经典方程,加上经验因素来预测一些未知的物理量,从而降低这种计算成本。这样的rom运行速度快,针对不同的负载情况进行定制也很简单,但通常需要大量的定制开发工作。此外,随着模拟物理现象的复杂性增加,开发这种rom的公式变得越来越困难。人工智能和机器学习的进步已经产生了一些技术,这些技术可以理想地解决rom的不足并保持其优势。基于物理的ROM试图解决的一个常见问题是,基于一组已知的时变参数来预测未知的时变参数(如应力)。递归神经网络(rnn)非常适合作为RNN-ROM来解决这个问题。开发了一种RNN-ROM,并对受复杂热瞬变影响的旋转机械进行了有限元分析。瞬态热数据集从旋转部件的FEA表示中感兴趣的位置提取,并用作RNN-ROM的输入,以预测随时间变化的瞬态热行为。将结果与提取输入数据的高保真有限元模型进行了比较;这些结果表明,与基于物理的rom相比,准确性有了显著提高。
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