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结构动力分析的地震动时程优选技术

王珊 郝明辉 尤红兵

王珊,郝明辉,尤红兵,2026. 结构动力分析的地震动时程优选技术. 震灾防御技术,21(2):1−7. doi:10.11899/zzfy20250044. doi: 10.11899/zzfy20250044
引用本文: 王珊,郝明辉,尤红兵,2026. 结构动力分析的地震动时程优选技术. 震灾防御技术,21(2):1−7. doi:10.11899/zzfy20250044. doi: 10.11899/zzfy20250044
Wang Shan, Hao Minghui, You Hongbing. Optimization Technology for Selecting Ground Motion Time History[J]. Technology for Earthquake Disaster Prevention. doi: 10.11899/zzfy20250044
Citation: Wang Shan, Hao Minghui, You Hongbing. Optimization Technology for Selecting Ground Motion Time History[J]. Technology for Earthquake Disaster Prevention. doi: 10.11899/zzfy20250044

结构动力分析的地震动时程优选技术

doi: 10.11899/zzfy20250044
基金项目: 基金项目 国家重点研发计划项目(2022 YFC3003505)
详细信息
    作者简介:

    王珊,女,生于1988年。高级工程师。主要从事地震工程研究。E-mail:huli_077@163.com

    通讯作者:

    郝明辉,女,生于1983年。正研级高级工程师。主要从事复杂场地地形地震动效应研究、重大工程抗震分析研究。E-mail:minghuimail@126.com

Optimization Technology for Selecting Ground Motion Time History

  • 摘要: 地震动时程作为结构抗震分析的输入,其合理的选择与使用直接影响抗震分析结果的可靠性。针对天然地震动选取问题,根据我国抗震规范对输入地震动时程的相关要求,本文提出了基于多参数初筛与两误差复筛的优选方法,该方法综合考虑地震动强度、频谱特性、持时等因素,并结合规范对目标谱匹配和空间相关性的要求,实现了对天然地震动三分量的有效筛选(源自不同地震事件)。研究结果表明,所选地震动时程在结构主要振型周期点处的反应谱与目标谱匹配度较高,且全周期段的均方根误差较小,满足“统计意义上相符”的要求。本文提出的方法具有较强的实用性和可操作性,为工程实践中的地震动时程选择提供了科学依据,为核电站、大型工业设施等复杂结构的抗震设计提供了重要支撑。
  • 图  1  三分量的目标反应谱

    Figure  1.  Target response spectrum for three components

    图  2  3551个地震事件的三分量PGA和M-R分布情况

    Figure  2.  Distribution of three component PGA and M, R for 3551 earthquake events

    图  3  所选记录与目标设计谱的比较(水平分量-1)

    Figure  3.  Comparison between selected records and target design spectrum ( Horizontal-1 )

    图  4  所选记录与目标设计谱的比较(水平分量-2)

    Figure  4.  Comparison between selected records and target design spectrum ( Horizontal-2 )

    图  5  所选记录与目标设计谱的比较(竖向分量)

    Figure  5.  Comparison between selected records and target design spectrum ( Vertical )

    表  1  水平分量-1选波结果

    Table  1.   Result of Horizontal-1 component

    序号 PEER编号 地震名称 台站名称 震级 震中距/km PGA/g 有效持时/s Tn处相对误差/% 均方根误差
    1 1546 Chi-Chi, Taiwan TCU122 7.62 21.80 0.2196 48.250 0.1254 0.0972
    2 0169 Imperial Valley-06 Delta 6.53 33.73 0.2378 89.620 0.1741 0.1020
    3 0995 Northridge-01 LA-Hollywood Stor FF 6.69 23.61 0.2314 21.680 0.1150 0.1448
    4 0292 Irpinia, Italy-01 Sturno 6.90 30.35 0.2506 30.823 0.1946 0.1461
    5 0805 LomaPrieta Stanford Park. Garage 6.93 50.52 0.2538 24.120 0.0367 0.1482
    注:目标谱:Amax1 = 310 cm/s2 = 0.316 gTg1 = 0.6 s。筛选条件:M≥5.0;20 km≤R≤200 km;PGA≥0.20 gTe ≥ 5Tn = 3.5 s。
    下载: 导出CSV

    表  2  水平分量-2选波结果

    Table  2.   Result of Horizontal-2 component

    序号 PEER编号 地震名称 台站名称 震级 震中距/km PGA/g 有效持时/s Tn处相对误差/% 均方根误差
    1 0548 Chalfant Valley-02 Benton 6.19 31.25 0.1774 18.670 0.1381 0.0932
    2 0988 Northridge-01 LA-Century City CC North 6.69 20.22 0.2217 22.380 0.0613 0.1024
    3 0161 Imperial Valley-06 Brawley Airport 6.53 43.15 0.2198 20.065 0.1728 0.1207
    4 1494 Chi-Chi, Taiwan TCU054 7.62 37.64 0.1877 37.545 0.0370 0.1286
    5 0787 Loma Prieta Palo Alto - SLAC Lab 6.93 51.20 0.2777 22.350 0.0543 0.1449
    注:目标谱:Amax2 = 263.5 cm/s2 = 0.269 gTg2 = 0.6 s。筛选条件:M≥5.0;20 km≤R≤200 km;PGA≥0.17 gTe≥5Tn = 3.5 s。
    下载: 导出CSV

    表  3  竖向分量选波结果

    Table  3.   Result of Vertical component

    序号 PEER编号 地震名称 台站名称 震级 震中距/km PGA/g 有效持时/s Tn处相对误差/% 均方根误差
    1 0285 Irpinia, Italy-01 Bagnoli Irpinio 6.90 22.65 0.1079 26.825 0.0409 0.0721
    2 1045 Northridge-01 Newhall - W Pico Canyon Rd. 6.69 21.55 0.2904 15.340 0.1557 0.0797
    3 1198 Chi-Chi, Taiwan CHY029 7.62 39.70 0.1551 46.345 0.1537 0.0854
    4 0759 Loma Prieta Foster City - APEEL 1 6.93 64.02 0.1044 33.145 0.1409 0.0885
    5 0015 Kern County Taft Lincoln School 7.36 43.49 0.1087 48.020 0.1937 0.0950
    注:目标谱:Amax3 = 201.5 cm/s2 = 0.205 gTg3 = 0.5 s。筛选条件:M ≥5.0;20 km≤R≤200 km;PGA ≥0.10 gTe ≥5Tn = 3.5 s。
    下载: 导出CSV
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  • 收稿日期:  2025-03-18
  • 录用日期:  2025-05-23
  • 修回日期:  2025-05-20
  • 网络出版日期:  2026-03-13

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