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Long railway track modelling – A parallel computing approach

journal contribution
posted on 2025-02-03, 01:03 authored by Daniel Roi AgustinDaniel Roi Agustin, Qing WuQing Wu, S Zhu, Maksym SpiryaginMaksym Spiryagin, Colin ColeColin Cole
This paper presents the development of a dynamics model for long track sections. It is based on an established short track model that utilises the Finite Element Method to describe rails and block models to describe sleepers, ballast and subballast. By implementing a parallel computing method, this innovation enables the construction of a true long track model: by segmenting the long track into shorter segments that are easier to compute. The model facilitates simulations to be run in parallel, thereby permitting simultaneous calculations of various numerical track variables. The model employs a Message Passing Interface framework to seamlessly link the track segments, handling the flow of data among the computing cores designated to each subdivided section. This strategic framework allows the long track model with the capability to simulate tracks of virtually any length, with the only constraints being the available computational resources and time. The claimed contribution about modelling capability is verified using two case studies on a 6km-long track involving different practical and conceptual train operational scenarios: emergency braking and constant braking force with constant train speed. These case studies show the flexibility and scalability of the method and its capability to handle complex track dynamic systems.

Funding

Category 1 - Australian Competitive Grants (this includes ARC, NHMRC)

History

Volume

239

Issue

1

Start Page

3

End Page

16

Number of Pages

14

eISSN

2041-3017

ISSN

0954-4097

Publisher

SAGE Publications

Language

en

Peer Reviewed

  • Yes

Open Access

  • No

Acceptance Date

2024-08-16

Author Research Institute

  • Centre for Railway Engineering

Era Eligible

  • Yes

Journal

Proceedings of the Institution of Mechanical Engineers, Part F: Journal of Rail and Rapid Transit