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基于谱元法的车辆-轨道结构频域振动特性研究
引用本文:吴神花,雷晓燕. 基于谱元法的车辆-轨道结构频域振动特性研究[J]. 振动与冲击, 2021, 0(5): 1-7
作者姓名:吴神花  雷晓燕
作者单位:华东交通大学铁路环境振动与噪声教育部工程研究中心
基金项目:国家自然科学基金(51978264,51868023);江西省自然科学基金(20202BABL204054)。
摘    要:基于谱元法建立车辆-轨道结构频域振动模型,其中轨道结构模拟为三层铁木辛柯梁,车辆部分考虑为整车模型,运用Lagrange方程实现车辆与轨道结构的耦合,并采用虚拟激励法将轨道不平顺模拟为虚拟荷载,通过求解车辆-轨道整体结构的谱元法方程,得到车辆-轨道结构在频域内的振动响应.结果表明:钢轨、轨道板和底座板的第一、二、四阶振...

关 键 词:谱元法  铁木辛科梁  虚拟激励法  频率响应

Frequency domain vibration characteristics of a vehicle-track structure based on spectral element method
WU Shenhua,LEI Xiaoyan. Frequency domain vibration characteristics of a vehicle-track structure based on spectral element method[J]. Journal of Vibration and Shock, 2021, 0(5): 1-7
Authors:WU Shenhua  LEI Xiaoyan
Affiliation:(MOE Engineering Research Center of Railway Environment Vibration and Noise,East China Jiaotong University,Nanchang 330013,China)
Abstract:Based on the spectral element method,frequency domain vibration model of avehicle-track structure was established.Its track structure part was modeled as a three-layer Timoshenko beam,and its vehicle part was considered as a whole vehicle model.Lagrange equation was adopted to realize coupling between vehicle and track.The virtual excitation method was used to model track irregularity as a virtual load.By solving the spectral element dynamic equation of the vehicle-track structure,its frequency domain vibration characteristics were obtained.The results showed that the first,second and fourth order natural vibration peaks of rail,track plate and base plate are caused by natural vibrations of car body,bogie and wheel,respectively;other vibration peaks of the whole structure system are caused by natural vibrations of its track structure part;vibration energy of rail,track plate and base plate is distributed in a wider frequency range;at the place with a distance of 2.5 m away from one side of end wheelset,rail vibrations within the frequency range of 1-800 Hz rapidly decay,while rail vibrations with frequency being larger than 800 Hz decay slowly;at the place with a distance of 18 m away from one side of end wheelset,the attenuation of rail vibrations within the frequency range of 25-1171 Hz is basically steady;at the place with a distance of 20.5 m away from one side of end wheelset,rail vibrations with frequency being less 25 Hz decay rapidly with increase in distance from end wheelset,while rail vibrations with frequency being larger than 1171 Hz decay slowly.
Keywords:spectral element method  Timoshenko beam  virtual excitation method  frequency response
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