Vibration of layered ground under combined effect of seismic and high-speed train loads

被引:0
|
作者
Xie W. [1 ,2 ,3 ]
Gao G. [1 ,2 ]
Song J. [4 ]
Wang K. [3 ]
机构
[1] Department of Geotechnical Engineering, Tongji University, Shanghai
[2] Key Laboratory of Geotechnical and Underground Engineering of Ministry of Education(Tongji University, Shanghai
[3] Huadong Engineering Corporation Limited, Hangzhou
[4] Geotechnical Research Institute, Hohai University, Nanjing
关键词
2.5D finite element model; coupling effect; earthquake; ground vibration; high-speed train;
D O I
10.11918/202108071
中图分类号
学科分类号
摘要
In order to investigate the ground vibration induced by the operation of high-speed trains during earthquakes, a seismic load input formula in the frequency domain was derived based on the equivalent load method, and the equivalent linearization method was adopted to describe the nonlinear response of soil. On the basis of the two-and-a-half-dimensional finite element method (2.5D FEM) of ground vibration under high-speed train load, a 2.5D finite element model of nonlinear layered ground under combined seismic and high-speed train loads was established. The effects of vehicle speed and soil stiffness on the layered ground vibration under combined loads were analyzed. Results showed that the ground vibration displacement at the center of the track caused by seismic and high-speed train loads increased with the increase in vehicle speed, and it decreased with the increase in the stiffness of ground soil under the same vehicle speed. There was a low-frequency amplification effect for ground vibration under the joint effect of earthquake and high-speed train loads, which was more obvious for higher speed and softer ground. The medium- and high-frequency ground vibration induced by combined loads was mainly affected by the train load. The ground vibration near the center of the track was greatly affected by the combined action of seismic and high-speed train loads, while that far away from the center of the track was mainly affected by the seismic load and less affected by the high-speed train load. © 2023 Harbin Institute of Technology. All rights reserved.
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页码:29 / 37
页数:8
相关论文
共 27 条
  • [11] HWANG R N, LYSMER J., Response of buried structures to traveling waves, Journal of the Geotechnical Engineering Division, 107, 2, (1981)
  • [12] YANG Y B, HUNG H H., A 2.5D finite/ infinite element approach for modelling visco-elastic bodies subjected to moving loads, International Journal for Numerical Methods in Engineering, 51, 11, (2001)
  • [13] GAO G Y, CHEN Q S, HE J F, Et al., Investigation of ground vibration due to trains moving on saturated multi-layered ground by 2.5D finite element method, Soil Dynamics and Earthquake Engineering, 40, (2012)
  • [14] GAO G Y, XU C X, CHEN J, Et al., Investigation of ground vibrations induced by trains moving on saturated transversely isotropic ground, Soil Dynamics and Earthquake Engineering, 104, (2018)
  • [15] BIAN Xuecheng, CHEN Yunmin, Ground vibration generated by train moving loadings using 2.5D finite element method, Chinese Journal of Rock Mechanics and Engineering, 25, 11, (2006)
  • [16] COLACO A, COSTA P A, CONNOLLY D P., The influence of train properties on railway ground vibrations, Structure and Infrastructure Engineering, 12, 5, (2015)
  • [17] BAZ N, LEE V W, LIANG J W, Et al., Dynamic 2.5D Green's functions for moving distributed loads acting on an inclined line in a multi-layered TI half-space, Soil Dynamics and Earthquake Engineering, 99, (2017)
  • [18] WU Siyu, SONG Erxiang, LIU Huabei, Et al., Shaking table test of composite foundation with rigid pile, Chinese Journal of Geotechnical Engineering, 27, 11, (2005)
  • [19] MORTEZA E, HAMIDREZA H N., Investigating seismic behavior of ballasted railway track in earthquake excitation using finite-element model in three-dimensionalspace, Journal of Transportation Engineering, 139, 7, (2013)
  • [20] YANG Changwei, TONG Xinhao, WANG Dong, Et al., Shaking table test of dynamic response law of subgrade with ballast track under earthquake, Rock and Soil Mechanics, 41, 7, (2020)