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建筑结构监测与抗震韧性评估

王飞 康现栋 刘影 陈宏宇

王飞,康现栋,刘影,陈宏宇,2022. 建筑结构监测与抗震韧性评估. 震灾防御技术,17(3):569−578. doi:10.11899/zzfy20220316. doi: 10.11899/zzfy20220316
引用本文: 王飞,康现栋,刘影,陈宏宇,2022. 建筑结构监测与抗震韧性评估. 震灾防御技术,17(3):569−578. doi:10.11899/zzfy20220316. doi: 10.11899/zzfy20220316
Wang Fei, Kang Xiandong, Liu Ying, Chen Hongyu. Structural Monitoring and Seismic Resilience Evaluation of Buildings[J]. Technology for Earthquake Disaster Prevention, 2022, 17(3): 569-578. doi: 10.11899/zzfy20220316
Citation: Wang Fei, Kang Xiandong, Liu Ying, Chen Hongyu. Structural Monitoring and Seismic Resilience Evaluation of Buildings[J]. Technology for Earthquake Disaster Prevention, 2022, 17(3): 569-578. doi: 10.11899/zzfy20220316

建筑结构监测与抗震韧性评估

doi: 10.11899/zzfy20220316
基金项目: 地震科技星火计划项目(XH17001);北京市地震局2022年面上项目(BJMS-2022002)
详细信息
    作者简介:

    王飞,男,生于1979年。副研究员。主要从事结构监测与抗震研究。E-mail:wangfei@bjseis.gov.cn

Structural Monitoring and Seismic Resilience Evaluation of Buildings

  • 摘要: 建筑结构响应是有效反映结构动力特性的最直接参数,开展结构动力响应实时监测可为结构抗震韧性评估提供准确的地震动输入。本文基于非结构构件损失构建结构抗震韧性评估方法,研究确定位移敏感型和加速度敏感型非结构构件的易损性模型。选择某六层钢筋混凝土框架结构进行实时监测系统建设,基于监测数据开展结构抗震韧性评估。通过构建建筑信息模型(BIM),并在有限元分析软件OpenSees中建立结构弹塑性分析模型,利用实时监测数据实现结构模型更新,直至监测数据与模型分析结果一致。由于实时监测数据峰值较低,结构不会发生塑性变形,因此选择10条双向非脉冲地震动模拟实时监测地震记录。根据层间位移角和楼面加速度分布,开展结构功能损失评估,得到该建筑结构的抗震韧性得分。分析表明,该结构抗震性能较好,在遭受地震破坏后,会发生非结构构件脱落,需要采取有效措施进一步提升建筑抗震韧性水平。
  • 图  1  易损性曲线

    Figure  1.  Fragility curves for elements

    图  2  教学楼外立面及BIM模型

    Figure  2.  Elevation of the teaching building and its building information model

    图  3  教学楼结构柱分布图(单位:毫米)

    Figure  3.  Column distribution of the teaching building (Unit:mm)

    图  4  教学楼结构梁分布示意图(单位:毫米)

    Figure  4.  Beam distribution of the teaching building(Unit:mm)

    图  5  地震响应监测系统布设位置及其在河北唐山地震中的地震记录

    Figure  5.  Layout of the sensors and recorder for real-time response monitoring system and its recordings in Tangshan earthquake

    图  6  结构传递函数

    Figure  6.  Transfer function of the building

    图  7  选定的10组地震动反应谱及其均值与8度罕遇地震规范反应谱对比

    Figure  7.  Response spectra of the 10 strong motions and comparing with the standard response spectra of rare earthquake in the site with seismic intensity of VIII

    图  8  罕遇地震动作用下结构层间位移角均值和平均峰值加速度分布

    Figure  8.  The inter-story drift ratio and peak acceleration under the 10 strong motions scaled to the level of the rare earthquake

    表  1  通过地震记录和模拟得到的结构自振周期

    Table  1.   Natural frequencies and mode directions identified from earthquake recordings and simulation

    振型
    编号
    识别周期
    /Hz
    模拟周期
    /Hz
    振型
    方向
    10.6590.663南北
    20.6530.658东西
    30.2520.258南北
    40.2490.254东西
    下载: 导出CSV

    表  2  基于标准反应谱选取的10组地震动

    Table  2.   10 strong ground motions selected on the basis of standard response spectra

    序号地震名称台站名称年份1方向PGA/g2方向PGA/g
    1Friuli,Italy-01Tolmezzo19760.3570.315
    2ImperialValleyDelta19790.3500.236
    3LandersJoshuaTree19920.2840.274
    4Northridge-01CanyonCountry19940.4040.315
    5Northridge-01Castaic19940.5680.514
    6Northridge-01LA-SaturnSt19940.4680.431
    7Kobe_JapanKakogawa19950.3240.240
    8Kobe_JapanShin-Osaka19950.2330.225
    9Chi-Chi_TaiwanCHY03419990.3000.249
    10HectorMineHector19990.3280.265
    下载: 导出CSV

    表  3  吊顶和填充墙易损性参数

    Table  3.   The parameters for the fragility curves of the suspended ceiling and the in-filled wall

    项目吊顶填充墙
    DS1DS2DS1DS2
    易损性参数
    θ0.84401.08200.00120.0024
    β0.3760.3150.3600.360
    损失比/%3010010100
    下载: 导出CSV

    表  4  教学楼功能损伤情况

    Table  4.   The results of the function loss for the teaching building

    楼层LDispLAccRloss jλjRloss jλjRloss
    1层0.999560.373160.7865860.2456750.1932450.69
    2层1.000000.486630.8254530.2578140.212814
    3层0.897550.407360.7308820.2282770.166843
    4层0.554140.480940.5292530.1653020.087487
    5层0.119410.737490.3295590.1029310.033922
    下载: 导出CSV
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  • 收稿日期:  2020-09-29
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