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A comparison between the use of straight and curved beam elements for modelling curved railway tracks

机译:利用直梁和弯梁单元对曲线铁路轨道进行建模的比较

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摘要

A major environmental concern related to railway traffic is vibration. A lot of re- search has been carried out to understand vibration of straight tracks, with less attention been paid to curved tracks. Modelling the dynamic behaviour of a curved railway track is important to understand the physics of generation and propagation of vibration fromtrains at non-straight sections of tracks. Modelling is also important to assess the current and any alternative track designs from an environmental point of view. In this paper a curved track is modelled and the effect of curvature is investigated. Two models have been developed and their results have been compared. In the first, the curved track is modelled using straight beam elements. In the second curved beam elements are used. For both, the Euler-Bernoulli beam theory has been adopted to describe their bending behaviour. The elements have 12 degrees of freedom accounting for displacements and rotations in the lateral, transverse and longitudinal directions. The excitation comes from an axle traversing the rails with subcritical velocity, accounting for the wheel-rail contact forces. The describedmodels are solved using the Finite Element Method. The time domain response of the versine of the curved track due to the passage of the axle is computed. A comparison is made on the efficiency of the two models for different curve radii and frequencies. The two models provide very similar results showing that the piecewise straight beam approximation represents the behaviour of the curved track accurately. Also the curved beam model used in this study shows some limitations for the specific application and therefore the straight element method is recommended
机译:与铁路交通有关的主要环境问题是振动。为了理解直线轨道的振动,已经进行了大量研究,而对弯曲轨道的关注则较少。对弯曲的铁路轨道的动态行为进行建模对于理解轨道非直线部分火车振动产生和传播的物理机制很重要。从环境角度出发,建模对于评估当前和任何替代轨道设计也很重要。在本文中,对弯曲的轨道进行了建模,并研究了曲率的影响。已经开发了两个模型,并对它们的结果进行了比较。首先,使用直线梁单元对弯曲轨道进行建模。在第二弯曲梁元件中使用。对于这两种方法,都采用了Euler-Bernoulli梁理论来描述其弯曲行为。这些元件具有12个自由度,可解决横向,横向和纵向的位移和旋转。激励来自于轴以亚临界速度横穿轨道,并考虑了轮轨接触力。所描述的模型使用有限元法求解。计算了由于轴的通过而导致的弯曲轨迹的终点的时域响应。比较了两种模型在不同曲线半径和频率下的效率。这两个模型提供了非常相似的结果,表明分段直光束近似准确地表示了弯曲轨道的行为。此外,本研究中使用的弯曲梁模型显示了特定应用的一些局限性,因此建议使用直元素法

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