轨道车辆车钩垂向最大摆角计算方法

杨晨1,池茂儒1,吴兴文2,蔡吴斌1,刘开成1

振动与冲击 ›› 2022, Vol. 41 ›› Issue (15) : 153-160.

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振动与冲击 ›› 2022, Vol. 41 ›› Issue (15) : 153-160.
论文

轨道车辆车钩垂向最大摆角计算方法

  • 杨晨1,池茂儒1,吴兴文2,蔡吴斌1,刘开成1
作者信息 +

Calculation method for maximum swing angle in vertical direction of rail vehicle coupler

  • YANG Chen1, CHI Maoru1, WU Xingwen2, CAI Wubin1, LIU Kaicheng1
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文章历史 +

摘要

针对传统的车钩最大摆角计算方法的不足,提出了基于含故障的车辆动力学模型的车钩垂向最大摆角计算方法。依据该方法,对某型地铁连挂车辆开展了悬挂故障下的车钩垂向最大摆角分析,研究了关键参数对车钩最大摆角的影响规律。结果表明,新方法相比传统计算法可以充分考虑车体柔性、故障冲击下各悬挂变形等因素,在单个钢簧断裂和单个空簧失气工况下,新方法的最大摆角计算结果相比理论计算法分别偏大1.2%和10.2%。此外,钢簧断裂的下降量每增加5mm,车钩摆角增大约0.086°,空簧失气的下降量每增加5mm,车钩摆角增大约0.173°;车体垂向变形每增加1 mm,车钩摆角均增大约0.05°。
关键词:车钩垂向最大摆角;轨道车辆;动力学;悬挂故障

Abstract

In view of the shortcomings of the traditional calculation method of vertical maximum swing angle, a new method based on the vehicle dynamics model with faults was proposed. And the maximum vertical swing angle of coupler under suspension failure of a metro coupled vehicle was analyzed, and the influences of key parameters on the maximum vertical swing angle of coupler were studied. The results show that compared with the traditional method, the new method can fully consider the factors such as the carbody flexibility and the suspension deformation under fault impact, and the maximum swing angle calculated by new method are 1.2% and 10.2% larger respectively than pure theoretical calculation results under the conditions of single steel spring fracture and single air spring losing gas. In addition, the coupler swing angle increases by about 0.086 ° when the steel spring descent increases by 5mm, the coupler swing angle increases by about 0.173 ° when the air spring descent increases by 5mm; the coupler swing angle increases by about 0.05 ° when the vertical deformation of carbody increases by 1 mm.
Key words: coupler vertical maximum swing angle; railway vehicles; dynamics; suspension failure

关键词

车钩垂向最大摆角 / 轨道车辆 / 动力学 / 悬挂故障

Key words

coupler vertical maximum swing angle / railway vehicles / dynamics / suspension failure

引用本文

导出引用
杨晨1,池茂儒1,吴兴文2,蔡吴斌1,刘开成1. 轨道车辆车钩垂向最大摆角计算方法[J]. 振动与冲击, 2022, 41(15): 153-160
YANG Chen1, CHI Maoru1, WU Xingwen2, CAI Wubin1, LIU Kaicheng1. Calculation method for maximum swing angle in vertical direction of rail vehicle coupler[J]. Journal of Vibration and Shock, 2022, 41(15): 153-160

参考文献

[1] 罗仁, 干峰, 滕万秀等. 连挂车辆几何曲线通过计算[J]. 电力机车与城轨车辆, 2013, 36(04): 16-18+5
LUO Ren, GAN Feng, TENG Wanxiu , et al. Calculation of coupling vehicles geometrically passing through curves[J]. Electric Locomotives & Mass Transit Vehicles, 2013, 36(04): 6-18+5
[2] 张兰, 苏建, 牛智慧等. 连挂车辆通过曲线时车钩转角的计算方法[J]. 铁道机车车辆, 2017, 37(01): 20-24.
ZHANG Lan , SU Jian, NIU Zhihui, et al. Calculation method of coupler angle when coupled vehicles in negotiation of curves[J]. Railway Locomotive & Car, 2017, 37(01): 20-24.
[3] 丁奥, 王勇, 吴佳佳等. 基于SIMPACK的铁道车辆曲线通过能力研究[J]. 机械, 2019, 46(04): 37-41.
DING Ao, WANG Yong, WU Jiajia, et al. The research on railway vehicle curve passing capacity based on SIMPACK[J]. Mechanics, 2019, 46(04): 37-41.
[4] 易思蓉, 聂良涛, 秦方方. 基于动力学分析的高速铁路最小曲线半径研究[J]. 西南交通大学学报, 2013, 48(01): 16-20+35.
YI Sirong, NIE Liangtao, QIN Fangfang. Study on minimum curve radius of high-speed railway based in dynamics analysis[J]. Journal of Southwest Jiaotong University, 2013, 48(1):16-20.
[5] 聂敏, 崔启超, 原志强等. 浮车型5模块低地板有轨电车几何曲线通过计算方法[J]. 机车电传动, 2017(06): 109-113.
NIE Min, CUI Qichao, YUAN Zhiqiang et al. Calculation method of tram car with 5 module and low floor passing through curve[J], Electric Drive for Locomotive, 2017(06): 109-113
[6] 杨阳, 李芾, 夏迎旭等. 70%低地板车辆几何曲线通过及其动力学性能研究[J]. 铁道机车车辆, 2015, 35(05): 91-95.
YANG Yang, LI Fu, XIA Yingxu, et al. Research on the curve negotiation and dynamics performance of the 70% low floor light rail vehicles[J]. Railway Locomotive & Car, 2015, 35(05):91-95.
[7] 邹建军, 黄志辉. 几种非正常工况下的车辆限界计算[J]. 都市快轨交通, 2018, 31(06): 72-77.
ZOU Jianjun, HUANG Zhihui. Calculation of vehicle gauge in non-normal working conditions[J]. Urban Rapid Rail Transit, 2018, 31(06): 72-77
[8] 刘国云, 曾京. 钢弹簧故障状态的车辆动力学性能[J]. 交通运输工程学报, 2015, 15(04): 43-51.
LIU Guoyun, ZENG Jing. Vehicle dynamic performance under steel spring failure conditions[J]. Journal of Traffic and Transportation Engineering, 2015, 15(04): 43-51.
[9] 高浩, 罗仁, 池茂儒等. 车辆系统空气弹簧失气安全性分析[J]. 交通运输工程学报, 2012, 12(03): 60-66.
GAO Hao, LUO Ren, CHI Maoru, et al. Safety analysis of railway vehicle in leakage process of air spring[J]. Journal of Traffic and Transportation Engineering, 2012, 12(03): 60-66.
[10]戚壮, 李芾, 丁军君等. 高速动车组空气弹簧故障模式下转向架动态响应[J]. 西南交通大学学报, 2016, 51(01): 98-104.
QI Zhuang, LI Fu, DING Junjun, et al. Dynamic response of bogie in failure modes of high-speed EMU air spring[J]. Journal of Southwest Jiaotong University, 2016, 51(01): 98-104.
[11]CJJ 96-2018, 地铁限界标准[S]. 北京: 中国建筑工业出版社, 2003.
CJJ 96-2018, Metro clearance standard[S]. Beijing: China construction industry press, 2003
[12]李广君. 地铁B型车车体弹性变形量对车辆限界的影响研究[J]. 铁道标准设计, 2016, 60(06): 156-159.
LI Guangjun. Research on the impact of B-type subway vehicle body elastic deformation gauge[J]. Railway Standard Design, 2016, 60 (6) :156-159.
[13]Tomioka T, Takigami T. Experimental and numerical study on the effect due to passengers on flexural vibrations in railway vehicle carbodies[J]. Journal of Sound & Vibration, 2015, 343: 1-19.
[14]Hao W , Pw A , Fl A , et al. Fatigue analysis of the gearbox housing in high-speed trains under wheel polygonization using a multibody dynamics algorithm-ScienceDirect[J].Engineering Failure Analysis, 2019, 100: 351-364.

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