4.5 Article

Potential of Surrogate Modelling for Probabilistic Fire Analysis of Structures

期刊

FIRE TECHNOLOGY
卷 57, 期 6, 页码 3151-3177

出版社

SPRINGER
DOI: 10.1007/s10694-021-01126-w

关键词

Structural fire safety; Probabilistic studies; Regression; Surrogate modeling; Reinforced concrete

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The use of surrogate modeling has significantly reduced computational costs in probabilistic studies of structural fire safety, providing rapid and accurate predictions for capacity evaluation. Surrogate models allow for quick probabilistic analysis and design iterations with minimal computation.
The interest in probabilistic methodologies to demonstrate structural fire safety has increased significantly in recent times. However, the evaluation of the structural behavior under fire loading is computationally expensive even for simple structural models. In this regard, machine learning-based surrogate modeling provides an appealing way forward. Surrogate models trained to simulate the behavior of structural fire engineering (SFE) models predict the response at negligible computational expense, thereby allowing for rapid probabilistic analyses and design iterations. Herein, a framework is proposed for the probabilistic analysis of fire exposed structures leveraging surrogate modeling. As a proof-of-concept a simple (analytical) non-linear model for the capacity of a concrete slab and an advanced (numerical) model for the capacity of a concrete column are considered. First, the procedure for training surrogate models is elaborated. Subsequently, the surrogate models are developed, followed by a probabilistic analysis to evaluate the probability density functions for the capacity. The results show that fragility curves developed based on the surrogate model agree with those obtained through direct sampling of the computationally expensive model, with the 10(-2) capacity quantile predicted with an error of less than 5%. Moreover, the computational cost for the probabilistic studies is significantly reduced by the adoption of surrogate models.

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