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A model of the rotating rigid wheelset and its influence on the wheel and track rolling noise

A model of the rotating rigid wheelset and its influence on the wheel and track rolling noise
A model of the rotating rigid wheelset and its influence on the wheel and track rolling noise
The dynamic and acoustic behaviour of the railway wheel is defined by its numerous vibration modes and natural frequencies. The modes whose contribution to the rolling noise radiation are predominant generally have 2 or more nodal diameters and appear above 2 kHz. The vibration due to these modes is decoupled from the rest of the wheelset, allowing the wheel to be treated separately. The error produced in the wheel noise prediction by this treatment appears at the low and medium frequencies and is negligible since the wheel emission occurs mainly at the high frequency range. However, given the dynamic coupling between the wheel and track, the changes in the dynamics of
the former affect the latter, whose radiation is predominantly in the low and medium frequency range. Therefore, in order to correctly study both elements, it is necessary to include the contribution of the rest of the wheelset in the wheel response. In this work, this contribution is introduced through an analytical approach considering the rigid body motion of the wheelset and a benchmarking against an equivalent numerical formulation is carried out for validation purposes. In addition, the inertial effects associated with the rotation under straight circulation conditions are considered.
Andrés, V. T
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Martínez-Casas, J.
0dc0fd56-e99b-4fb3-a20d-029ef73b0fd7
Denia, F.D.
5a64479b-10d6-482b-8f25-dc5b4ef39780
Squicciarini, Giacomo
c1bdd1f6-a2e8-435c-a924-3e052d3d191e
Thompson, David
bca37fd3-d692-4779-b663-5916b01edae5
Andrés, V. T
1f1a3752-ab58-49e7-858c-e6098cc0162b
Martínez-Casas, J.
0dc0fd56-e99b-4fb3-a20d-029ef73b0fd7
Denia, F.D.
5a64479b-10d6-482b-8f25-dc5b4ef39780
Squicciarini, Giacomo
c1bdd1f6-a2e8-435c-a924-3e052d3d191e
Thompson, David
bca37fd3-d692-4779-b663-5916b01edae5

Andrés, V. T, Martínez-Casas, J., Denia, F.D., Squicciarini, Giacomo and Thompson, David (2022) A model of the rotating rigid wheelset and its influence on the wheel and track rolling noise. In Proceedings of the 51st International Congress and Exposition on Noise Control Engineering, Inter-Noise 2022, Glasgow, United Kingdom, 21-24 August 2022. 7 pp .

Record type: Conference or Workshop Item (Paper)

Abstract

The dynamic and acoustic behaviour of the railway wheel is defined by its numerous vibration modes and natural frequencies. The modes whose contribution to the rolling noise radiation are predominant generally have 2 or more nodal diameters and appear above 2 kHz. The vibration due to these modes is decoupled from the rest of the wheelset, allowing the wheel to be treated separately. The error produced in the wheel noise prediction by this treatment appears at the low and medium frequencies and is negligible since the wheel emission occurs mainly at the high frequency range. However, given the dynamic coupling between the wheel and track, the changes in the dynamics of
the former affect the latter, whose radiation is predominantly in the low and medium frequency range. Therefore, in order to correctly study both elements, it is necessary to include the contribution of the rest of the wheelset in the wheel response. In this work, this contribution is introduced through an analytical approach considering the rigid body motion of the wheelset and a benchmarking against an equivalent numerical formulation is carried out for validation purposes. In addition, the inertial effects associated with the rotation under straight circulation conditions are considered.

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Victor_Andres_Internoise2022 - Accepted Manuscript
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Published date: 21 August 2022

Identifiers

Local EPrints ID: 476986
URI: http://eprints.soton.ac.uk/id/eprint/476986
PURE UUID: b6091442-9c65-4021-8947-bacf41f7b120
ORCID for Giacomo Squicciarini: ORCID iD orcid.org/0000-0003-2437-6398
ORCID for David Thompson: ORCID iD orcid.org/0000-0002-7964-5906

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Date deposited: 23 May 2023 16:33
Last modified: 17 Mar 2024 03:27

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Contributors

Author: V. T Andrés
Author: J. Martínez-Casas
Author: F.D. Denia
Author: David Thompson ORCID iD

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