利用条件可逆神经网络对多尺度模拟进行贝叶斯模型更新,为腐蚀预报提供信息

Gu Qian, Jice Zeng, Zhen Hu, Michael Todd
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引用次数: 0

摘要

基于物理的多尺度腐蚀模拟在预测大型民用基础设施(如楔形闸门)点蚀演变方面发挥着重要作用,有助于基于模型的结构健康监测(SHM)战略,实现基于风险的资产健康管理。然而,由于各种不确定因素,基于物理的分析可能无法准确反映潜在的真实物理现象,因此需要使用基于观测结果的贝叶斯推理方法进行更新,以使预测结果更接近现场观测结果。然而,传统的贝叶斯推理需要对似然函数进行评估,而由于复杂的模型结构和分析中使用的各种代用模型,似然函数往往不可用。因此,在更新多尺度腐蚀模拟模型时需要采用无似然推理方法。本文针对这一需求,为现有的腐蚀模拟模型提出了一种基于条件可逆神经网络(cINN)的贝叶斯模型更新方法。我们首先根据高保真前向腐蚀分析模型生成的模拟观测结果训练一个 cINN 模型。然后采用基于卷积神经网络(CNN)的特征提取算法从腐蚀图像中提取关键特征。然后,将从 CNN 提取的腐蚀特征作为 cINN 模型的输入,直接获得不确定腐蚀模型参数的后验分布,而无需评估似然函数。结果表明,与经典的近似贝叶斯计算(ABC)方法相比,所提出的基于 cINN 的模型更新方法能以更低的计算成本提供更精确的推理结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Bayesian Model Updating of Multiscale Simulations Informing Corrosion Prognostics Using Conditional Invertible Neural Networks
Physics-based multi-scale corrosion simulation plays a vital role in predicting the evolution of pitting corrosion on large civil infrastructure such as miter gates, contributing to a model-informed structural health monitoring (SHM) strategy for risk-based asset health management. The physics-based analysis, however, may not accurately reflect the underlying true physics due to various uncertainty sources and needs to be updated using Bayesian inference methods based on observations to make the prediction closer to field observations. However, traditional Bayesian inference requires the evaluation of a likelihood function, which is often unavailable due to the complex model architecture and various surrogate models used in the analysis. Therefore, likelihood-free inference approaches are required for the updating of the multi-scale corrosion simulation models. This paper meets this need by proposing a conditional invertible neural network (cINN)-based Bayesian model updating method for an existing corrosion simulation model. We first train an cINN model based on simulated observations generated from a high-fidelity forward corrosion analysis model. A convolutional neural network (CNN)-based feature extraction algorithm is then employed to extract key features from corrosion images. After that, the extracted corrosion features from CNN is used as inputs of the cINN model to directly obtain posterior distributions of uncertain corrosion model parameters without evaluating the likelihood function. The results show that the proposed cINN-based model updating approach can provide more accurate inference results with a reduced computational cost in comparison to the classical approximate Bayesian computation (ABC) approach.
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