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Effects of Track Support Failures on Dynamic Response of High Speed Tracks

机译:轨道支撑故障对高速轨道动力响应的影响

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摘要

A model is proposed in this paper for investigating the effect of track support failures on the dynamic response of high speed tracks. In this model, the rails are modeled as two Timoshenko beams resting on discrete sleepers and interacting with a moving vehicle. The lateral, vertical and torsional deformations of the beams are all taken into account. Support failures are realized by changing the support stiffness and damping. To simulate the traveling of the vehicle along the track, the discrete supports to the rails are assumed to move backward at the train speed. Normal wheel/rail contact forces are calculated using the Hertzian contact theory and tangential (creep) wheel/rail forces are determined using Shen et al.'s nonlinear creep theory. Differential equations of the vehicle/track system are solved by means of an explicit integration method. Effects of zero to six failed supports are simulated. Numerical results indicate that track support failures greatly affect the dynamic response of a tangent track. As the number of disabled supports increases, the normal wheel/rail forces, track displacement and track acceleration increase quickly, accelerating deterioration of the track.
机译:本文提出了一个模型,用于研究轨道支撑故障对高速轨道动力响应的影响。在此模型中,将轨道建模为两个Timoshenko梁,它们位于离散的轨枕上并与行驶中的车辆相互作用。全部考虑了梁的横向,垂直和扭转变形。通过改变支撑刚度和阻尼来实现支撑失效。为了模拟车辆沿轨道的行驶,假定对轨道的离散支撑以火车速度向后移动。使用赫兹接触理论计算法向轮/轨接触力,并使用Shen等人的非线性蠕变理论来确定切向(蠕变)轮/轨力。车辆/轨道系统的微分方程通过显式积分方法求解。模拟了零到六个失效支撑的影响。数值结果表明,轨道支撑失效对切线轨道的动力响应有很大影响。随着禁用支撑的数量增加,正常的车轮/轨道力,轨道位移和轨道加速度会迅速增加,从而加速了轨道的退化。

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