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Machine learning-based wind pressure prediction of low-rise non-isolated buildings
Highlights For non-isolated low-rise buildings, a non-Gaussian distribution is expected for the wind velocity fluctuations. Applied a novel machine learning approach to predict wind pressure on non-isolated low-rise buildings. Integrated the gradient boosting decision tree and grid search algorithm to predict wind pressure coefficients. Reduces reliance on physical wind tunnel testing and cost-prohibitive computational simulation.
Abstract This paper proposes a novel machine learning-based wind pressure prediction model (ML-WPP) for low-rise non-isolated buildings. ML-WPP combines a gradient boosting decision tree (GBDT) and the Grid search algorithm (GSA) to automatically predict the wind pressure parameters. In comparison with existing ML models, this model is more straightforward and interpretable. The Tokyo Polytechnic University (TPU) non-isolated low-rise wind tunnel dataset is used to develop and test the ML-WPP model. ML-WPP considers the mean pressure coefficient, fluctuating pressure coefficient, and peak pressure coefficient to reflect the wind pressure among the roof area. The ML-WPP model obtained a low mean-squared error and a high coefficient of determination for all wind tunnel test configurations of the non-isolated low-rise buildings. A time history interpolation is proposed in this paper as well. This technique is the first of its kind as it is the first time an ML model has been used in the wind engineering field to deal with wind pressure prediction while considering the effect of the neighboring buildings. With the advantages of ML-WPP, it is possible to reduce the reliance on physical wind tunnel tests. ML-WPP yields a robust, efficient, accurate alternative to predicting the pressure of structures under wind loads while considering the effects of neighboring structures.
Machine learning-based wind pressure prediction of low-rise non-isolated buildings
Highlights For non-isolated low-rise buildings, a non-Gaussian distribution is expected for the wind velocity fluctuations. Applied a novel machine learning approach to predict wind pressure on non-isolated low-rise buildings. Integrated the gradient boosting decision tree and grid search algorithm to predict wind pressure coefficients. Reduces reliance on physical wind tunnel testing and cost-prohibitive computational simulation.
Abstract This paper proposes a novel machine learning-based wind pressure prediction model (ML-WPP) for low-rise non-isolated buildings. ML-WPP combines a gradient boosting decision tree (GBDT) and the Grid search algorithm (GSA) to automatically predict the wind pressure parameters. In comparison with existing ML models, this model is more straightforward and interpretable. The Tokyo Polytechnic University (TPU) non-isolated low-rise wind tunnel dataset is used to develop and test the ML-WPP model. ML-WPP considers the mean pressure coefficient, fluctuating pressure coefficient, and peak pressure coefficient to reflect the wind pressure among the roof area. The ML-WPP model obtained a low mean-squared error and a high coefficient of determination for all wind tunnel test configurations of the non-isolated low-rise buildings. A time history interpolation is proposed in this paper as well. This technique is the first of its kind as it is the first time an ML model has been used in the wind engineering field to deal with wind pressure prediction while considering the effect of the neighboring buildings. With the advantages of ML-WPP, it is possible to reduce the reliance on physical wind tunnel tests. ML-WPP yields a robust, efficient, accurate alternative to predicting the pressure of structures under wind loads while considering the effects of neighboring structures.
Machine learning-based wind pressure prediction of low-rise non-isolated buildings
Weng, Yanmo (author) / German Paal, Stephanie (author)
Engineering Structures ; 258
2022-03-13
Article (Journal)
Electronic Resource
English
Machine learning based algorithms for wind pressure prediction of high-rise buildings
SAGE Publications | 2022
|Probabilistic modeling of wind pressure on low-rise buildings
Online Contents | 2013
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