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Effect of distributed support of rail pad on vertical vehicle-track interactions

机译:轨道焊盘对垂直车辆轨道相互作用的影响

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Rail pads are important components in railway tracks that greatly influence the vehicle-track interactions. A vehicle-track vertically coupled dynamics model that considers the distributed support of rail pad has been proposed in this paper. The rail is modelled as a Timoshenko beam with nonlinear distributed supports, which can reflect both the finite support length of the rail pad and the continuity of the rail. Based on the mode superposition method, the matrix form of the equations of motions is derived for iterative computation. The comparisons between the proposed model and the traditional model of discrete elastic point support are conducted through numerical simulations. The influence of rail pad support length on wheel-rail interaction and pad stress are investigated. The results indicate that the proposed model can provide a more precise result around the "pinned-pinned" frequency. Besides, the traditional model overestimates the rail deformation, and the dynamic responses are magnified in low-frequency vibration analysis. It also reveals that increasing the rail pad support length can mitigate the wheel-rail interactions and the vibration of the ballasted track structure. Furthermore, both ends of rail pad have been proved to suffer larger stress comparing with the middle area when the wheel is rolling over a sleeper. (C) 2020 Elsevier Ltd. All rights reserved.
机译:轨道焊盘是铁路轨道中的重要组成部分,从而大大影响了车辆轨道相互作用。本文提出了一种考虑轨道垫的分布式支撑的车辆轨道垂直耦合动力学模型。轨道被建模为具有非线性分布式支撑的Timoshenko梁,其可以反映轨道焊盘的有限支撑长度和轨道的连续性。基于模式叠加方法,导出运动方程的矩阵形式用于迭代计算。所提出的模型与离散弹点支持的传统模型之间的比较通过数值模拟进行。研究了轨道焊盘支撑长度对轮轨相互作用和垫应力的影响。结果表明,所提出的模型可以提供更精确的导致“固定钉扎”频率。此外,传统模式高估轨道变形,动力响应在低频振动分析中放大。它还揭示了轨道焊盘支撑长度的增加可以减轻轮轨相互作用和压载轨道结构的振动。此外,当车轮在睡眠者上滚动时,已经证明了轨道垫的两端遭受比较与中间区域的压力比较。 (c)2020 elestvier有限公司保留所有权利。

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