Abstract

For the development of accurate and reliable simulation models, the procedure of calibration and validation against measurement data is essential. In this paper, a finite element model and a waveguide finite element model of a slab track are calibrated and validated against hammer impact measurement data from a full-scale test rig. The finite element model is three-dimensional, where the rails are modelled as Rayleigh–Timoshenko beams and the concrete slab and support layer are modelled using linear shell elements. In the waveguide finite element model, a constant track cross-section described by two-dimensional finite elements is assumed, and the vibration in the direction perpendicular to the cross-section is described by propagating waves that are decaying exponentially. Measured frequency response functions (FRFs) are compared with the corresponding calculated FRFs from the two modelling approaches. The calibration is conducted in two steps using (i) a parameter study and (ii) a genetic algorithm. For multiple excitation positions and sensor locations, both calibrated models capture the trend of the Single-Input Multiple-Output measurements with rather small deviations compared to the overall dynamic range. This implies that both models can successfully represent the dynamic response of the test rig and can be considered as validated.

Highlights

  • In high-speed railway applications, the usage of slab track has increased in recent decades [1,2]

  • This paper presents two approaches for the modelling of the dynamic response of a slab track

  • Both models capture the trend of the Single-Input MultipleOutput (SIMO) measurements for mul­ tiple excitation positions and sensor locations within a rather small margin compared to the overall dynamic range

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Summary

Introduction

In high-speed railway applications, the usage of slab track has increased in recent decades [1,2]. The main drawbacks with slab track are increased construction cost and higher noise levels. For applications related to noise radiation modelling, the waveguide finite element method has been applied to model the rail dynamics up to high frequencies, e.g. 4 kHz in Ref. The main benefit of using a 3D model instead of a two-dimensional (2D) one is that the influence of non-symmetric wheel load excitation and support conditions can be studied, whereas the main drawback is the increased computational cost. Accounting for the periodicity of the track structure and solving the dynamics in the wavenumber domain, cf [27,28,29,30], can decrease this computational cost

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