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钢轨波磨激励下的e型弹条振动疲劳断裂机理

董丙杰 陈光雄 冯晓航 任文娟 宋启峰 梅桂明

董丙杰, 陈光雄, 冯晓航, 任文娟, 宋启峰, 梅桂明. 钢轨波磨激励下的e型弹条振动疲劳断裂机理[J]. 西南交通大学学报. doi: 10.3969/j.issn.0258-2724.20230707
引用本文: 董丙杰, 陈光雄, 冯晓航, 任文娟, 宋启峰, 梅桂明. 钢轨波磨激励下的e型弹条振动疲劳断裂机理[J]. 西南交通大学学报. doi: 10.3969/j.issn.0258-2724.20230707
DONG Bingjie, CHEN Guangxiong, FENG Xiaohang, REN Wenjuan, SONG Qifeng, MEI Guiming. Vibration Fatigue Fracture Mechanism of e-Type Clip Under Rail Corrugation Excitation[J]. Journal of Southwest Jiaotong University. doi: 10.3969/j.issn.0258-2724.20230707
Citation: DONG Bingjie, CHEN Guangxiong, FENG Xiaohang, REN Wenjuan, SONG Qifeng, MEI Guiming. Vibration Fatigue Fracture Mechanism of e-Type Clip Under Rail Corrugation Excitation[J]. Journal of Southwest Jiaotong University. doi: 10.3969/j.issn.0258-2724.20230707

钢轨波磨激励下的e型弹条振动疲劳断裂机理

doi: 10.3969/j.issn.0258-2724.20230707
基金项目: 国家自然科学基金项目(52175189)
详细信息
    作者简介:

    董丙杰(1986—),男,工程师,博士研究生,研究方向为轮轨摩擦学,E-mail:dbj1299@my.swjtu.edu.cn

    通讯作者:

    陈光雄(1962—),男,教授,博士,研究方向为摩擦振动与噪声、载流摩擦磨损,E-mail:chen_guangx@163.com

  • 中图分类号: U211

Vibration Fatigue Fracture Mechanism of e-Type Clip Under Rail Corrugation Excitation

  • 摘要:

    为研究地铁小半径曲线轨道上e型弹条异常断裂的原因,通过长期跟踪和测量成都地铁X号线钢轨波磨的发展情况,并基于摩擦自激振动理论,建立轮对-轨道-扣件系统的全实体单元有限元模型;采用隐式动态分析方法和谐响应分析方法,研究短波长波磨、长波长波磨对e型弹条振动疲劳寿命的影响. 研究表明:这2种类型的钢轨波磨都会导致地铁e型弹条振动疲劳寿命减小;波磨幅值越大,导致弹条的振动疲劳寿命越小;钢轨波磨不仅能够引起e型弹条产生与钢轨波磨“同频”的受迫振动,还容易激发弹条产生该频率的倍频振动;对于短波长波磨而言,由于2倍频的存在,在相同波深幅值的短波长波磨影响下,25 mm 和40 mm波长的钢轨波磨最容易导致e型弹条产生振动疲劳断裂;波长为120 mm的长波长波磨的波深幅值较大时,激发出的6倍频振动导致弹条的振动疲劳寿命急剧减小;由于振动强度的减弱,波长为240 mm的长波长波磨对弹条振动疲劳寿命的影响有限.

     

  • 图 1  小半径曲线轨道的低轨上产生的短波长波磨和长波长波磨

    Figure 1.  Short-pitch and long-pitch rail corrugation arising on low rail of small-radius curved tracks

    图 2  发生在钢轨波磨区域的e型弹条断裂

    Figure 2.  e-type clip fracture occurring in rail corrugation area

    图 3  现场锤击试验

    Figure 3.  On-site hammer impact test

    图 4  地铁e型弹条振动加速度的PSD分析结果

    Figure 4.  PSD analysis results of vibration acceleration of e-type clip

    图 5  e型弹条的实物结构

    Figure 5.  Structure of e-type clip

    图 6  扣件系统的有限元模型

    Figure 6.  Finite element model of fastening system

    图 7  e型弹条的前三阶应力模态云图

    Figure 7.  Cloud map of first three stress modals of e-type clip

    图 8  e型弹条不同位置的Mises应力

    Figure 8.  Mises stress at various positions of e-type clip

    图 9  e型弹条振动加速度的谐响应分析结果

    Figure 9.  Harmonic response analyis results of vibration acceleration of e-type clip

    图 10  轮对-轨道-扣件系统有限元模型

    Figure 10.  Finite element model of wheelset‒rail‒fastening system

    图 11  预测得到的轮轨系统不稳定振动的频率

    Figure 11.  Predicted unstable vibration frequencies in wheelset‒rail system

    图 12  添加了周期性不平顺的有限元模型(振幅放大8倍)

    Figure 12.  Finite element model with periodic irregularity (vibration amplitude is enlarged by 8 times)

    图 13  不同轨道上的弹条振动加速度

    Figure 13.  Vibration acceleration of e-type clip on different tracks

    图 14  e型弹条振动加速的PSD分析结果

    Figure 14.  PSD analysis resukts of vibration acceleration of e-type clip

    图 15  钢轨波磨影响下的e型弹条振动疲劳寿命云图

    Figure 15.  Cloud map of vibration fatigue life of e-type clip under influence of rail corrugation

    图 16  短波长波磨的幅值、波长变化对弹条振动疲劳寿命的影响

    Figure 16.  Effect of amplitude and wavelength variation in short-pitch rail corrugation on vibration fatigue life of clip

    图 17  弹条振动加速度PSD分析结果

    Figure 17.  PSD analysis results of vibration acceleration of clip

    图 18  长波长波磨的幅值变化对弹条振动疲劳寿命的影响

    Figure 18.  Effect of amplitude variation in long-pitch rail corrugation on vibration fatigue life of clip

    图 19  长波长波磨引起的弹条振动加速度PSD分析结果

    Figure 19.  PSD analysis results of vibration acceleration of clip caused by long-pitch rail corrugation

    表  1  2处曲线轨道的线路参数

    Table  1.   Line parameters of two curved tracks

    位置 缓和曲线
    长度/m
    超高/
    mm
    曲线
    半径/m
    曲线
    长度/m
    第 1 处
    曲线轨
    70 85 500 199.280
    第 2 处
    曲线轨
    60 115 350 651.031
    下载: 导出CSV

    表  2  发生在弯轨上的钢轨波磨的位置信息及类型

    Table  2.   Types and location information of rail corrugation at curved tracks

    区段 第 1 次观测
    (开通前)
    第 2 次观测
    (空载试运营)
    第 3 次观测
    (开通后两个月)
    第 4 次观测
    (开通后一年)
    R = 350 m 的曲线轨道低轨 无波磨 短波:
    22~25 mm
    短波:
    22~30 mm
    短波:22~30 mm、40~50 mm
    长波:120~250 mm
    R = 350 m 的曲线轨道高轨 无波磨 无波磨 无波磨 无波磨
    R = 500 m 的曲线轨道高轨和低轨 无波磨 无波磨 无波磨 无波磨
    直线轨道 无波磨 无波磨 无波磨 无波磨
    下载: 导出CSV

    表  3  扣件系统的材料参数

    Table  3.   Material parameters of fastening system

    部件 密度/
    (g·cm−3
    弹性模量/
    MPa
    泊松比
    轨距挡块 1.57 8500 0.4
    弹条 7.80 2.06 × 105 0.3
    铁垫板 7.80 1.73 × 105 0.26
    下载: 导出CSV

    表  4  不同“低通信号”下的e型弹条振动疲劳寿命

    Table  4.   Vibration fatigue life of e-type clips under influence of different “low-pass signals”

    信号 振动疲劳寿命/(×106次)
    完整信号 1.18
    2.0 kHz“低通” 1.185
    1.2 kHz“低通” 2.637
    下载: 导出CSV
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  • 收稿日期:  2023-12-26
  • 修回日期:  2024-03-13
  • 网络出版日期:  2024-07-25

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