Random vibration of an elastic half-space subjected to a moving stochastic load
发表时间：2019-03-13
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- 论文类型：
- 期刊论文
- 第一作者：
- Si, L. T.
- 通讯作者：
- Zhao, Y (reprint author), Dalian Univ Technol, Fac Vehicle Engn & Mech, State Key Lab Struct Anal Ind Equipment, Dalian 116023, Peoples R China.
- 合写作者：
- Zhao, Y.,Zhang, Y. H.,Ouyang, H.
- 发表时间：
- 2016-05-01
- 发表刊物：
- COMPUTERS & STRUCTURES
- 收录刊物：
- SCIE、EI
- 文献类型：
- J
- 卷号：
- 168
- 页面范围：
- 92-105
- ISSN号：
- 0045-7949
- 关键字：
- Elastic half-space; Moving stochastic load; Non-stationary random vibration; Pseudo-excitation method; Adaptive quadrature method; Wave
- 摘要：
- In this paper, a non-stationary random vibration problem of an elastic half-space under a moving stochastic load modelling the dynamic characteristic of the train load is studied. An analytical method combining the pseudo-excitation method (PEM) and Fourier transformation method (FTM) is proposed. Because the load is moving and random, the responses at fixed locations in the half-space have characteristics of evolutionary non-stationary randomness. By means of the FEM, the non-stationary random vibration analysis is transformed into a conventional moving pseudo harmonic load problem. A closed form solution of random vibration responses is derived in an integral form, which avoids step-by-step integration in time domain and thus leads to great saving in computational time. An adaptive quadrature method is adopted in order to obtain the desired numerical results of the singular integrand with non stationary power spectral density. Through numerical examples, the proposed method is first validated, and then the dynamics characteristics of the non-stationary random responses of the half-space in all subsonic, transonic and supersonic cases are analysed. (C) 2016 Elsevier Ltd. All rights reserved.
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