基于机器学习的非弹性位移估算,用于考虑 SSI 效应的 RC 建筑抗震设计

Juan-Sebastian Baquero, Gustavo Chafla Altamirano
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摘要

过去几十年来,科学家们一直致力于研究土壤-结构相互作用(SSI)对建筑物性能的影响。现在人们普遍认识到,这些相互作用效应会对建筑物对地震事件的反应产生积极或消极的影响。关于按照标准规定对建筑物进行抗震设计并考虑 SSI 效应的问题,例如,ASCE 7 以一种过于简化的方式指导了设计力的修正过程,该过程服从于相互作用的土壤-结构系统(SSS)行为。然而,对于如何在设计过程中充分估计非弹性位移(IDs)却没有提出任何建议。为了纠正这些局限性,本研究在考虑 SSI 影响的同时,对延性 RC 建筑的非弹性位移响应进行了研究。从这个意义上讲,我们使用 OpenSeesPy 作为建模和分析引擎,生成了具有不同平面和立面几何形状以及不同支撑土壤特性的三维模型结构数据库,并随后对其进行了评估。根据 ASCE 41 标准,对柔性基座和固定基座条件进行了非线性动态分析,并利用其非弹性位移生成估算模型。为实现这一目标,使用了机器学习(ML)中的梯度提升回归树(GBRT)技术。据观察,波参数 σ 以及柔性与固定基座设计剪力比 V* 足以解释估算模型中 ID 变化的 90%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
INELASTIC DISPLACEMENTS MACHINE-LEARNING-BASED ESTIMATIONS FOR THE RC-BUILDINGS SEISMIC DESIGN CONSIDERING SSI EFFECTS
Over the past few decades, scientists have dedicated considerable attention to investigating the impact of soil-structure interaction (SSI) on buildings’ performance. It is now widely recognized that these interaction effects can either positively or negatively influence a building's response to seismic events. Regarding the seismic design of buildings following standard prescriptions and accounting for SSI effects, ASCE 7, for example, guides through the modification process of the design forces obeying the interacting soil-structure system (SSS) behavior in an oversimplified manner. Nevertheless, no recommendations are made for adequately estimating inelastic displacements (IDs) focused on the design process. In an effort to rectify these limitations, this study examines the inelastic displacement response of ductile RC buildings while incorporating the influence of SSI. In that sense, a database of 3D-model structures with varying in-plan and elevation geometries as well as different supporting soil characteristics were generated and later assessed using OpenSeesPy as the modeling and analysis engine. Nonlinear dynamic analyses were executed accounting for flexible-base and fixed-base conditions as per ASCE 41, and their inelastic displacements are used to generate estimation models. The Gradient Boosting Regression Tree (GBRT) technique from machine learning (ML) is used in accomplishing this aim. It was observed that the wave parameter σ, along with the flexible-to-fixed base design shear force ratio, V*, are enough to explain up to 90% of the variation in IDs in the estimation model.
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