基于人工神经网络和Lasso-Logistic回归的双层曲线梁桥地震易损性研究

Weizuo Guo, Kehai Wang
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引用次数: 0

摘要

为了满足交通线路快速上坡的要求,常采用双层曲线梁桥。然而,这种类型的桥梁的损坏对整个交通网络产生重大影响。因此,有必要对此类桥梁的地震易损性进行研究。采用人工神经网络和Lasso- logistic回归方法,建立了双层曲线梁桥的地震需求模型和多维地震易损性模型。得出以下结论:1)间隙值对轴承和限位装置的易损性有显著影响。2)随着损伤程度的增加,轴承摩擦系数和混凝土强度对构件易损性的影响减小。3)地震动强度是影响桥墩破坏的最重要因素。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Seismic Fragility of Double-Deck Curved Girder Bridge Based on Artificial Neural Network and Lasso-Logistic Regression
Double-deck curved girder bridges are frequently used to satisfy the demands of traffic lines to accomplish quick ascents. However, damage to this type of bridge has a significant impact on the entire transportation network. Therefore, it is necessary to study the seismic fragility of this type of bridge. The seismic demand model and the multidimensional seismic fragility model of a double-deck curved girder bridge are established using the artificial neural network and the Lasso- logistic regression method. The following conclusions are drawn: 1) The gap value has a significant impact on the fragility of the bearing and limit device. 2) The impact of the friction coefficient of bearing and concrete strength on component fragility reduces as the damage level increases. 3) The ground motion intensity is the most important factor in pier damage.
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