地震工程学报
地震工程學報
지진공정학보
China Earthquake Engineering Journal
2015年
1期
131-137
,共7页
地震工程%地震易损性%地震危险性%钢筋混凝土框架
地震工程%地震易損性%地震危險性%鋼觔混凝土框架
지진공정%지진역손성%지진위험성%강근혼응토광가
earthquake engineering%seismic vulnerability%seismic hazard%reinforced concrete frame
以汶川地震为研究背景,针对震后典型钢筋混凝土框架结构进行地震易损性研究。基于 Cor-nell 理论框架结合汶川地质资料,拟合出考虑场地特点的地震危险性模型,同时定义损伤水平状态及限值指标,以概率解析易损性研究方法为基础,运用考虑地震动参数的解析易损性评估方法绘制汶川地区钢筋混凝土框架建筑的地震易损性曲线。研究结果表明:考虑地震动参数的概率解析易损性研究方法是一种有效的地震易损性评估方法;以 PGA 作为地震强度输入指标的结构反应,随自振周期的增大体系最大响应的相关性降低,结构各个损伤状态的失效概率均随之增大。
以汶川地震為研究揹景,針對震後典型鋼觔混凝土框架結構進行地震易損性研究。基于 Cor-nell 理論框架結閤汶川地質資料,擬閤齣攷慮場地特點的地震危險性模型,同時定義損傷水平狀態及限值指標,以概率解析易損性研究方法為基礎,運用攷慮地震動參數的解析易損性評估方法繪製汶川地區鋼觔混凝土框架建築的地震易損性麯線。研究結果錶明:攷慮地震動參數的概率解析易損性研究方法是一種有效的地震易損性評估方法;以 PGA 作為地震彊度輸入指標的結構反應,隨自振週期的增大體繫最大響應的相關性降低,結構各箇損傷狀態的失效概率均隨之增大。
이문천지진위연구배경,침대진후전형강근혼응토광가결구진행지진역손성연구。기우 Cor-nell 이론광가결합문천지질자료,의합출고필장지특점적지진위험성모형,동시정의손상수평상태급한치지표,이개솔해석역손성연구방법위기출,운용고필지진동삼수적해석역손성평고방법회제문천지구강근혼응토광가건축적지진역손성곡선。연구결과표명:고필지진동삼수적개솔해석역손성연구방법시일충유효적지진역손성평고방법;이 PGA 작위지진강도수입지표적결구반응,수자진주기적증대체계최대향응적상관성강저,결구각개손상상태적실효개솔균수지증대。
The purpose of this study was to analyze the seismic vulnerability of the post-earth-quake reinforced concrete frame structure in Wenchuan,China.High earthquake intensities and large areas that are affected increase grievous personal and economic losses.Based on disaster investigations,reinforced concrete frame structures accounted for the high proportion of buildings destroyed.Researchers at Cornell University in the United States proposed a probabilistic method that considers the influence of different seismic intensities in the same area.From a quantitative standpoint,this method can evaluate the seismic hazard level of the target area within a given time period using ground motion parameters and probability analysis to facilitate the engineering seismic design process.A simplified method for assessing vulnerability based on ground motion parameters was proposed,and vulnerability curves for the reinforced concrete frame structure in Wenchuan were drawn to describe the probability of the various levels of damage.The curve between the ground motion parameters and the annual probability based on the Cornell University theory is accurate,reasonable,and somewhat conservative. This study used the finite element software OpenSEES to conduct nonlinear static and dynamic history analyses.The OpenSEES software is widely used because of advantages in its fi-ber model division,higher computing speed,and better accuracy.Approximately 300 samples of the structure were established using the OpenSEES software in order to perform the nonlinear static analysis.During the analysis,the yield displacement and the maximum story drift were chosen as a measure of the level of seismic capacity in the structure.The two-fold energy equivalent yield displacement method proposed by FEMA273 was also used to determine the yield displacement of structures and maximum story drift.Research methods that consider the probability of earthquake ground motion parameters by combining Latin hypercube sampling, nonlinear static analysis,dynamic time history analysis,and statistical regression analysis are effective for the assessment of seismic vulnerability. The relationship between the ground motion parameters and failure probability curve can intuitively represent the seismic performance of the structure.Because the method is based on probabilistic seismic demand and aseismic capacity,the prospect is good for its application in seismic vulnerability analysis.The level of damage table and corresponding inter-story displacement angle limit table contained in this paper reflect the characteristics of the building structures and seismic features in earthquake disaster area.The table was based on Wenchuan earthquake survey data and structural seismic codes in China.Combined with the results of the HAZUS risk assessment,it represents an effective standard for evaluation.We also concluded that the proposed method for vulnerability assessment based on ground motion parameters is feasible. With the inputting parameter of the PGA,the correlation of the maximum response of the structure decreases with increases in the natural period and the corresponding probability of structural failure is enhanced.