Structural Analysis

M. Dolce, I. Iervolino
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Abstract

Since several years, seismic input definition is one of the hot topics of earthquake engineering because of its influence on simulations for estimating seismic structural performance. Herein, the efforts of the ReLUIS 2010-2013 project toward the development of practice-ready tools for hazard consistent seismic input definition aimed at seismic structural analysis is shown. Determination of design seismic actions in seismic codes mostly relies on a target spectrum, which is, therefore, also the basis for record selection in seismic input definition when performing nonlinear structural analysis. Since a rational performance target should account for the seismic hazard at the site of interest, the uniform hazard spectrum (UHS), or an approximation of it, is often used as the design spectrum. The UHS is built entering the elastic spectral acceleration, Sa(T), hazard curves for several T values at a specified probability of exceedance of (e.g., 10% in 50 years or, equivalently, 475 years return period, Tr), and plotting the corresponding ordinates versus T. Generally, the signals that can be used for structural simulation are of three types: (1) artificial waveforms; (2) simulated accelerograms; and (3) natural records. Signals of type (1) are often obtained via random vibration theory. Simulation records (2) are obtained via modelling of the seismological source and may account for path and site effects. Finally of type (3) are ground-motion records from real events (Bommer and Acevedo, 2004). As far as it regards real records, given the UHS for the structural limit-state of interest (i.e., the UHS corresponding to a Tr), current or advanced (depending on the context where it is applied) practice today, which may require aid by a seismologist, would select a set of records reflecting the likely magnitudes (M), source-to-site distances (R), and other earthquake parameters thought to drive the probabilistic seismic hazard analysis (PSHA) for the site (McGuire, 2004), and which are believed to matter with respect to structural response (This information comes from a procedure called disaggregation of PSHA). Finally, the records are usually manipulated to match the UHS, individually or in average sense, at the period of the first mode of the structure (T*), Figure 1, or in an interval around it (e.g., Iervolino and Cornell, 2005).
结构分析
近年来,地震输入定义一直是地震工程研究的热点之一,因为它影响到结构抗震性能的模拟。本文展示了ReLUIS 2010-2013项目为开发用于地震结构分析的危险一致地震输入定义的实用工具所做的努力。抗震规范中设计地震作用的确定主要依赖于目标谱,因此,在进行非线性结构分析时,目标谱也是地震输入定义中记录选择的基础。由于合理的性能目标应考虑到相关地点的地震危险性,因此通常使用统一危险谱(UHS)或其近似值作为设计谱。建立UHS,输入弹性谱加速度Sa(T),几个T值在指定的超过概率下的危险曲线(例如,50年10%或相当于475年的回复期Tr),并绘制相应的坐标与T。通常,可用于结构模拟的信号有三种类型:(1)人工波形;(2)模拟加速度;(3)自然记录。(1)型信号通常是通过随机振动理论得到的。模拟记录(2)是通过模拟震源获得的,可以解释路径和场地的影响。最后一类(3)是真实事件的地面运动记录(Bommer和Acevedo, 2004)。就真实记录而言,考虑到UHS的结构极限状态(即对应于Tr的UHS),当前或高级(取决于应用的背景)今天的实践可能需要地震学家的帮助,将选择一组反映可能震级(M),震源到站点距离(R)和其他地震参数的记录,这些记录被认为可以推动该站点的概率地震危害分析(PSHA) (McGuire, 2004)。这些被认为与结构反应有关(这些信息来自PSHA的分解过程)。最后,通常在结构(T*)(图1)的第一模态周期内或在其周围的间隔内(例如,Iervolino和Cornell, 2005)对记录进行单独或平均意义上的操作,以匹配UHS。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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