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内嵌式法兰连接预制拼装双柱墩参数分析

胡一鹏 黄遵义 曾玉昆 韩强 许坤

胡一鹏,黄遵义,曾玉昆,韩强,许坤,2021. 内嵌式法兰连接预制拼装双柱墩参数分析. 震灾防御技术,16(3):554−565. doi:10.11899/zzfy20210315. doi: 10.11899/zzfy20210315
引用本文: 胡一鹏,黄遵义,曾玉昆,韩强,许坤,2021. 内嵌式法兰连接预制拼装双柱墩参数分析. 震灾防御技术,16(3):554−565. doi:10.11899/zzfy20210315. doi: 10.11899/zzfy20210315
Hu Yipeng, Huang Zunyi, Zeng Yukun, Han Qiang, Xu Kun. Parameter Analysis of Prefabricated Double Column Piers with Embedded Flange Connection[J]. Technology for Earthquake Disaster Prevention, 2021, 16(3): 554-565. doi: 10.11899/zzfy20210315
Citation: Hu Yipeng, Huang Zunyi, Zeng Yukun, Han Qiang, Xu Kun. Parameter Analysis of Prefabricated Double Column Piers with Embedded Flange Connection[J]. Technology for Earthquake Disaster Prevention, 2021, 16(3): 554-565. doi: 10.11899/zzfy20210315

内嵌式法兰连接预制拼装双柱墩参数分析

doi: 10.11899/zzfy20210315
详细信息
    作者简介:

    胡一鹏,男,生于1996年。硕士研究生。主要从事桥梁抗震研究。E-mail: andres_hu@foxmail.com

    通讯作者:

    许坤,男,生于1988年。副教授。主要从事桥梁抗震研究。E-mail: xukun@bjut.edu.cn

Parameter Analysis of Prefabricated Double Column Piers with Embedded Flange Connection

  • 摘要: 本文基于实际工程对内嵌式法兰连接预制拼装双柱墩参数进行了分析,将法兰设置在塑性铰区以外,设计1∶3缩尺模型,通过分析不同法兰强度等级、混凝土强度等级、轴压比和配筋率的内嵌式法兰连接预制拼装双柱墩模型,得到不同情况下推覆曲线和损伤破坏状态,分析各参数的影响。研究结果表明,法兰强度等级对结构的影响较小,配筋率对结构承载力和延性的影响较大,结构最终失效主要表现在塑性铰区域,法兰存在一定程度的翘起。
  • 图  1  结构尺寸(单位:mm)

    Figure  1.  Structural dimension drawing(Unit: mm)

    图  2  法兰连接示意(单位:mm)

    Figure  2.  Schematic diagram of flange connection(Unit: mm)

    图  3  法兰构造(单位:mm)

    Figure  3.  Flange structure(Unit: mm)

    图  4  模型具体尺寸及配筋(单位:mm)

    Figure  4.  Structural reinforcement drawing(Unit: mm)

    图  5  计算模型

    Figure  5.  Model mounting

    图  6  混凝土和法兰本构模型

    Figure  6.  Constitutive curves of concrete and flange

    图  7  网格划分

    Figure  7.  Mesh generation

    图  8  峰值承载力下工况X构件混凝土应变状态

    Figure  8.  Concrete strain state at peak bearing capacity

    图  9  峰值承载力下工况X构件钢筋应力状态

    Figure  9.  Steel stress state at peak bearing capacity

    图  10  工况X法兰应力状态

    Figure  10.  Flange stress state

    图  11  不同法兰强度等级结构推覆曲线

    Figure  11.  Pushover curves for structures with different flange strength grades

    图  12  峰值承载力下不同强度等级法兰应力状态

    Figure  12.  Stress states of flanges under different flange strength classes at peak bearing capacity

    图  13  不同混凝土强度等级构件推覆曲线

    Figure  13.  Pushover curves for structures with different concrete strength

    图  14  峰值承载力下不同混凝土强度等级混凝土受拉破坏状态

    Figure  14.  Tensile damage state of concrete under different concrete strength grades at peak bearing capacity

    图  15  极限承载力下不同强度等级构件混凝土受压破坏状态

    Figure  15.  Compressive damage state of concrete under different concrete strength grades at ultimate bearing capacity

    图  16  不同轴压比结构推覆曲线

    Figure  16.  Pushover curves for different axial compression ratio

    图  17  峰值承载力下不同轴压比构件混凝土受拉破坏状态

    Figure  17.  Tensile damage state of concrete under different axial compression ratios at peak bearing capacity

    图  18  极限承载力下不同轴压比构件混凝土受压破坏状态

    Figure  18.  Compressive damage state of concrete under different axial compression ratio at ultimate bearing capacity

    图  19  不同配筋率结构推覆曲线

    Figure  19.  Pushover curve for structures with different reinforcement ratio

    图  20  峰值承载力下不同配筋率混凝土受压破坏状态

    Figure  20.  Concrete compression damage under different reinforcement ratio at peak bearing capacity

    图  21  峰值承载力下不同配筋率构件钢筋应力状态

    Figure  21.  Stress state of reinforcing bars under different reinforcement rates at peak bearing capacity

    图  22  极限承载力下不同配筋率构件法兰端板位移

    Figure  22.  Concrete compression damage under different reinforcement ratio at ultimate bearing capacity

    表  1  参数工况

    Table  1.   Parameter cases

    组别编号法兰强度等级混凝土强度等级轴压比配筋率/%主筋类型
    A A1 Q235 C70 0.05 3 HRB400
    X Q345 C70 0.05 3 HRB400
    A3 Q390 C70 0.05 3 HRB400
    A4 Q420 C70 0.05 3 HRB400
    A5 Q460 C70 0.05 3 HRB400
    B B1 Q345 C40 0.05 3 HRB400
    B2 Q345 C50 0.05 3 HRB400
    B3 Q345 C60 0.05 3 HRB400
    X Q345 C70 0.05 3 HRB400
    B5 Q345 C80 0.05 3 HRB400
    C C1 Q345 C70 0.05 3 HRB400
    C2 Q345 C70 0.10 3 HRB400
    C3 Q345 C70 0.15 3 HRB400
    X Q345 C70 0.20 3 HRB400
    C5 Q345 C70 0.25 3 HRB400
    D D1 Q345 C70 0.05 1 HRB400
    D2 Q345 C70 0.05 1.5 HRB400
    D3 Q345 C70 0.05 2 HRB400
    D4 Q345 C70 0.05 2.5 HRB400
    X Q345 C70 0.05 3 HRB400
    E X Q345 C70 0.05 3 HRB400
    E2 Q345 C70 0.05 3 PSB830
    下载: 导出CSV

    表  2  不同轴压比构件延性系数

    Table  2.   Ductility coefficients of structures with different axial compression ratios

    轴压比峰值承载力/kN峰值位移/mm极限承载力/kN极限位移/mm屈服承载力/kN屈服位移/mm延性系数
    0.05619.2518.7526.3655.13464.447.167.7
    0.10656.5116.8558.0343.49492.386.856.3
    0.15685.9915.9583.0938.24514.496.435.9
    0.20718.6914.9610.8934.55539.026.175.5
    0.25744.5813.1632.8930.71558.445.785.3
    下载: 导出CSV
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  • 收稿日期:  2021-04-19
  • 刊出日期:  2021-09-30

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