无砟轨道弹性模量

BRIСS Transport Pub Date : 2023-04-14 DOI:10.46684/2023.1.4
K. Ivanova, A. Kolos, X. Wang
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引用次数: 1

摘要

决定轨道结构部件在列车运行荷载下应力的主要刚度特性是钢轨板的弹性模量和钢轨板-轨道/钢轨相关刚度系数。与非有碴轨道相比,这些参数已经在有碴轨道上进行了研究,并且今天已经得到了很好的确定。本研究旨在确定无砟轨道的刚度特性,并将其与有砟轨道进行比较,评估其对无砟轨道结构构件应力应变状态(SSS)的影响。采用应变片法进行了轨道结构单元应力测量的现场试验。根据试验结果,确定了RHEDA2000平板轨道系统的钢轨板与钢轨的弹性模量和相关刚度系数。结果表明,采用钢轨梁弹性基础理论,并采用成熟的计算方法设计适合不同工况的无砟轨道结构是可行的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modulus of elasticity of non-ballasted track
The main stiffness properties that determine the stresses in the track structure components under loads from a moving train are the modulus of elasticity of the rail slab and the slab-track/rail correlation stiffness coefficient. These parameters have been investigated for a ballasted track and are well established today, in contrast to those of a non-ballasted track. This study aims at determining the stiffness characteristics of a non-ballasted track, comparing them with those of a ballasted track, and assessing their effect on the stress-strain state (SSS) of the elements of a non-ballasted track structure. Field experiments to measure the stresses in the track structure elements were carried out using strain-gauge methods. As a result of the experiments, the modulus of elasticity and the correlation stiffness coefficient of the rail slab and the rail were determined for the RHEDA2000 slab track system. The results obtained prove it possible to apply a rail-as-beamon-elastic-foundation theory and to use well-established calculation methods for designing a non-ballasted track structure suitable for different operational conditions.
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