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Quantification of dynamic wheel-rail contact forces at short rail irregularities and application to measured rail welds

机译:短轨不规则情况下的动态轮轨接触力的量化及其在实测轨焊缝上的应用

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摘要

An analytical model for dynamic wheel-rail interaction at rail surface irregularities of arbitrary shape is presented. The model is formulated in the frequency domain and leads to relatively simple closed-form solutions for the variables which describe the dynamic interaction. With the help of the model, basic features of the dynamic wheel-rail interaction at short rail irregularities are identified. The focus is placed on short irregularities with a broad-band spectrum. The model is applied to calculate dynamic wheel-rail contact forces for a sample population of measured rail welds. General quantitative relationships between the rail geometry, the train speed and the level of the dynamic contact force are derived. Statistical distributions of geometrical properties of rail welds and the corresponding contact forces are derived. This allows for an easy estimation of the level of dynamic forces occurring over a railway network, given the availability of geometrical measurements. (c) 2007 Elsevier Ltd. All rights reserved.
机译:提出了一种任意形状的轨道表面不规则处的轮-轨相互作用的解析模型。该模型是在频域中制定的,并为描述动态相互作用的变量提供了相对简单的闭式解。借助该模型,可以确定在短轨不规则情况下动态轮轨相互作用的基本特征。重点放在具有宽带频谱的短不规则现象上。该模型适用于为所测量的轨道焊缝样本计算动轮轨接触力。得出了轨道几何形状,列车速度和动态接触力水平之间的一般定量关系。得出钢轨焊缝几何特性和相应接触力的统计分布。考虑到几何测量的可用性,这可以轻松估算发生在铁路网络上的动力。 (c)2007 Elsevier Ltd.保留所有权利。

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