Railway rolling noise mitigation through optimal track design

Víctor Tomás Andrés Ruiz, José Martínez Casas, Javier Carballeira Morado, Francisco David Denia Guzmán, D. Thompson
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Abstract

The main goal of the present work lies in the identification of the railway track properties that influence acoustic radiation, as well as in the analysis of these properties for the reduction of sound levels. This is achieved through a dynamic model of the railway wheel and track that allows the study of rolling noise, produced as a result of wheel/rail interaction. The vibroacoustic calculation methodology consists of characterising the railway wheel and track, using finite element techniques and periodic structure theory [1,2], respectively. Subsequently, the response of the railway components, which is caused by the roughness present in the surface of the wheel and rail, is determined. Finally, after having the vibrational response of the railway elements, the sound power radiated by them is calculated using the acoustic model developed by D. J. Thompson et al. and implemented in TWINS software [3]. The influence of the track properties on the sound radiation is analysed through statistical techniques applied to the acoustic power results of different track configurations. To do this, the geometry of the rail profile is parameterised and simulations are carried out by modifying these parameters and the viscoelastic properties of the track components. From the results obtained, a number of guidelines are presented for the noise mitigation of the involved railway subcomponents. Between the worst and the best track design, there are differences of approximately 7.5 dB(A) in the radiation (considering the wheel, rail and sleeper noise), which means that an optimised track design can be found with an acoustic radiation 5.5 times lower than another design.
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通过优化轨道设计降低铁路滚动噪声
目前工作的主要目标在于确定影响声辐射的铁路轨道特性,以及分析这些特性以降低声级。这是通过铁路车轮和轨道的动态模型来实现的,该模型允许研究由于车轮/轨道相互作用而产生的滚动噪声。振动声学计算方法包括表征铁路车轮和轨道,分别使用有限元技术和周期结构理论[1,2]。随后,铁路部件的响应,这是由存在于车轮和轨道表面的粗糙度引起的,被确定。最后,在得到铁路构件的振动响应后,利用D. J. Thompson等人开发的声学模型计算其辐射的声功率,并在TWINS软件中实现[3]。通过统计方法对不同轨道配置的声功率结果进行分析,分析了轨道特性对声辐射的影响。为此,将轨道轮廓的几何形状参数化,并通过修改这些参数和轨道部件的粘弹性特性进行仿真。根据所获得的结果,提出了一些有关铁路子部件的噪声缓解准则。在最差和最佳轨道设计之间,辐射差异约为7.5 dB(A)(考虑到车轮,轨道和轨枕噪声),这意味着优化轨道设计的声辐射可以比另一种设计低5.5倍。
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