Numerical and physical models for predicting responses of ballasted tracks with voided ballast layer effect on sand embankments

IF 2.3 Q2 ENGINEERING, GEOLOGICAL
T. Kalasin
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引用次数: 1

Abstract

ABSTRACT Track ballast movement is a crucial factor for differential track displacement. If the differential displacement is large, the derailment of the train is apparent. Research on the stiffness reflecting the subgrade and unbounded materials is still limited with the displacement of voided ballast layers on the railway embankment. In this study, we created and numerically validated a 1-g model (1:4 scale) of a track ballast system on sand embankments under repeated loadings. According to the numerical results, the variation of embankment heights and train speeds provides a few different maximum and permanent displacements. Also, the ratio of the settlement of voided ballast layer and that of subgrade layer is an essential key providing the high permanent displacement of the track, whereas the ratio of Es/Eb is either high or low value.
预测含空隙道碴层效应的有碴轨道对沙堤响应的数值和物理模型
摘要轨道道碴运动是影响轨道差动位移的关键因素。如果差动位移较大,则列车脱轨是明显的。由于铁路路堤上空隙道碴层的位移,对反映路基和无界材料刚度的研究仍然有限。在这项研究中,我们创建了一个1g模型(1:4比例),并对其进行了数值验证。根据数值结果,路堤高度和列车速度的变化提供了一些不同的最大位移和永久位移。此外,空隙道碴层的沉降与路基层的沉降之比是提供轨道高永久位移的关键,而Es/Eb的比值要么高,要么低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
5.30
自引率
5.30%
发文量
32
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