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风和随机车流下悬索桥伸缩缝纵向变形

李光玲 韩万水 陈笑 许昕 刘修平

李光玲, 韩万水, 陈笑, 许昕, 刘修平. 风和随机车流下悬索桥伸缩缝纵向变形[J]. 交通运输工程学报, 2019, 19(5): 21-32. doi: 10.19818/j.cnki.1671-1637.2019.05.003
引用本文: 李光玲, 韩万水, 陈笑, 许昕, 刘修平. 风和随机车流下悬索桥伸缩缝纵向变形[J]. 交通运输工程学报, 2019, 19(5): 21-32. doi: 10.19818/j.cnki.1671-1637.2019.05.003
LI Guang-ling, HAN Wan-shui, CHEN Xiao, XU Xin, LIU Xiu-ping. Longitudinal deformation of expansion joint of suspension bridge under wind and random traffic flow[J]. Journal of Traffic and Transportation Engineering, 2019, 19(5): 21-32. doi: 10.19818/j.cnki.1671-1637.2019.05.003
Citation: LI Guang-ling, HAN Wan-shui, CHEN Xiao, XU Xin, LIU Xiu-ping. Longitudinal deformation of expansion joint of suspension bridge under wind and random traffic flow[J]. Journal of Traffic and Transportation Engineering, 2019, 19(5): 21-32. doi: 10.19818/j.cnki.1671-1637.2019.05.003

风和随机车流下悬索桥伸缩缝纵向变形

doi: 10.19818/j.cnki.1671-1637.2019.05.003
基金项目: 

国家自然科学基金项目 51878058

详细信息
    作者简介:

    李光玲(1987-), 女, 河南新乡人, 长安大学工学博士研究生, 从事桥梁结构仿真与评估研究

    韩万水(1977-), 男, 河南开封人, 长安大学教授, 工学博士

  • 中图分类号: U441.3

Longitudinal deformation of expansion joint of suspension bridge under wind and random traffic flow

More Information
  • 摘要: 为动态仿真与评估运营阶段风和随机车流联合作用下大跨钢桁悬索桥伸缩缝纵向变形, 建立了风-随机车流-钢桁悬索桥分析系统; 基于已有单主梁风-车-桥耦合振动分析系统, 引入弹簧单元模拟伸缩缝, 并从车-桥耦合关系和钢桁梁横断面风荷载精细化加载2个方面将分析系统从单主梁提升为梁格法; 基于监测数据仿真重现了交通流荷载, 采用建立的分析系统计算了一座典型大跨钢桁悬索桥伸缩缝在随机车流作用下的动态位移时程响应, 获取并验证了累计位移与交通流质量的相关关系; 以滑动支承耐磨材料厚度为评估指标确定了伸缩缝累计位移临界值, 评估了伸缩缝的正常工作寿命; 在不同风速和随机车流作用下对伸缩缝纵向变形性能进行了参数敏感性分析。分析结果表明: 伸缩缝在随机车流作用下的时位移极值远小于设计允许伸缩范围-880~880 mm; 伸缩缝累计位移与其对应时段内的交通流荷载具有正相关性; 在风与随机车流联合作用下, 风速小于15 m·s-1时, 影响伸缩缝纵向变形的主要荷载因素为随机车流, 风速大于15 m·s-1时, 主要荷载因素为风荷载; 伸缩缝时位移极值与时累计位移随风速的增大均呈增大趋势; 当风速增大至20 m·s-1时, 风荷载产生的伸缩缝纵向变形近似为车流荷载下的2倍; 建立的风-随机车流-钢桁悬索桥分析系统可为运营荷载下伸缩缝纵向变形的动态仿真与性能评估提供数值分析平台。

     

  • 图  1  模拟伸缩缝的弹簧单元

    Figure  1.  Spring element for simulating expansion joint

    图  2  随机车流中车辆模型的生成过程

    Figure  2.  Generation process of vehicle model in random traffic flow

    图  3  梁格法中车-桥耦合关系

    Figure  3.  Coupling relationship of vehicle-bridge in grillage method

    图  4  节点k的静风力和抖振力

    Figure  4.  Static and buffeting forces on node k

    图  5  时不变气动风压简化分布

    Figure  5.  Simplified distribution of time-invariant aerodynamic wind pressure

    图  6  P点的运动状态与截面形心的关系

    Figure  6.  Relationship between motion state of point P and section centroid

    图  7  钢桁悬索桥

    Figure  7.  Steel truss suspension bridge

    图  8  钢桁梁横断面

    Figure  8.  Cross section of steel truss girder

    图  9  大位移模数式伸缩缝构造

    Figure  9.  Structure of large displacement modulus expansion joint

    图  10  钢桁悬索桥有限元模型

    Figure  10.  Finite element model of steel truss suspension bridge

    图  11  月统计最大时交通量和时交通质量的24 h分布

    Figure  11.  24 h distributions of maximum hourly traffic volume and weight in a month

    图  12  主梁全断面实测车流的车型分布

    Figure  12.  Vehicle types distribution of measured traffic flow at full section of girder

    图  13  随机车流加载可视化

    Figure  13.  Random traffic load visualization

    图  14  随机车流作用下伸缩缝纵向位移时程

    Figure  14.  Longitudinal displacement time history of expansion joint under random traffic flow

    图  15  单位时段伸缩缝累计位移和交通流质量

    Figure  15.  Cumulative displacement of expansion joint and traffic flow weight in unit time

    图  16  伸缩缝累计位移与交通流质量的关系

    Figure  16.  Relationship between cumulative displacement of expansion joint and traffic flow weight

    图  17  伸缩缝累计位移

    Figure  17.  Cumulative displacements of expansion joint

    图  18  风和随机车流联合作用下伸缩缝纵向位移时程

    Figure  18.  Longitudinal displacement time histories of expansion joint under combining actions of wind and random traffic flow

    图  19  风和随机车流联合作用下时位移极值和时累计位移

    Figure  19.  Hourly maximum displacements and hourly cumulative displacements under combining action of wind and random traffic flow

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  • 收稿日期:  2019-04-14
  • 刊出日期:  2019-10-25

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