摘要
目前时程分析选波常采用目标谱法,即选择反应谱与目标谱有较好匹配的地震波,条件均值谱(CMS)已成为目前国内外广受关注及认可的目标谱。通常的CMS是基于5%阻尼比建立的,当结构阻尼比并非5%时,则需要对CMS进行阻尼修正。本文旨在建立1种CMS阻尼修正方法和计算公式,以便于不同阻尼比结构抗震时程分析的选波工作。以美国SAC Steel Project计划提出的针对洛杉矶地区设计的9层抗弯钢框架为场地和结构实例,建立了3种地震危险性水平(50年超越概率50%、10%和2%)下2%阻尼比的CMS目标谱,并进行了时程分析地震波选择及结构反应的计算。研究表明:提出的CMS的阻尼修正方法可不受衰减关系影响,适用的阻尼比范围(0.5%~30%)及周期范围(0.01s^10s)均较广泛,可用于各种类型的结构的抗震分析。
In recent studies,spectral matching is the most commonly proposed method for selecting earthquake records in time-history analysis of structures.The Conditional mean spectrum(CMS)has attracted widespread attention and has been used in many applications.The CMS is usually developed at a 5%viscous damping ratio.However,structural systems can have other damping ratios.This paper developed the equation of the CMS adjusted by damping scaling factors.The 9-story steel moment resisting frame structure representative of buildings in Los Angeles for the SAC Steel Project was used as the structural model.The CMS target spectra with 2%damping ratio represented seismic hazard levels with the 50%,10%,and 2%probabilities exceeded in 50 years,were developed.The seven optimal records were selected and scaled based on the CMS with 2%damping ratio and then the structural mean dynamic responses were estimated.The method adjusting the damping ratios of the CMS has the wider ranges of damping ratios(0.5%~30%)and periods(0.01s^10s),which can be used for structures constructed with various building materials.
作者
王东升
张锐
陈笑宇
李宏男
WANG Dongsheng;ZHANG Rui;CHEN Xiaoyu;LI Hongnan(School of Civil and Transportation Engineering,Hebei University of Technology,Tianjin 300401,China;School of Civil Engineering,Dalian Jiaotong University,Dalian 116028,China;Faculty of Infrastructure Engineering,Dalian University of Technology,Dalian 116024,China;Institute of Road and Bridge Engineering,Dalian Maritime University,Dalian 116026,China)
出处
《世界地震工程》
CSCD
北大核心
2020年第2期209-217,共9页
World Earthquake Engineering
基金
国家自然科学基金(51778206)。
关键词
时程分析
地震波选择
目标谱
条件均值谱
阻尼修正系数
time-history analysis
selection of ground motions
target spectrum
Conditional Mean Spectrum(CMS)
damping scaling factors