Load distribution within railway ballast: A DEM study considering realistic particle shapes

Angelidakis V, Utili S, Sarhosis V (2019)


Publication Language: English

Publication Type: Conference contribution, Abstract of lecture

Publication year: 2019

Event location: Enschede, Twente NL

URI: https://mercurylab.co.uk/dem8/wp-content/uploads/sites/4/2019/07/abstract-book-v2.pdf

Abstract

Railroad constitutes a significant part of the linear transportation infrastructure worldwide, with the majority of regular train tracks lying on ballast layers. To date, ballast is the least understood element of a rail track and its contribution is considered by the engineering practice in a qualitative and conservative manner. In this study, new insights are sought concerning the load distribution within a ballast layer, employing the discrete element method (DEM). In the simulations performed, a sleeper is placed on a ballast layer. Ballast is modelled using polyhedral particles, with shapes based on real grains, so that particle to particle interactions are approximated in a realistic manner. The model is constructed as a 3D plain strain slice of a standard ballasted cross section, bound by periodic boundaries along the longitudinal direction of the rail line. The mechanical characterisation of the material is derived via calibration to available drained triaxial tests on ballast specimens. The DEM results are compared with the load distribution assumed in the British Standards and the level of conservativeness of the latter is now assessed in a quantified manner.

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APA:

Angelidakis, V., Utili, S., & Sarhosis, V. (2019). Load distribution within railway ballast: A DEM study considering realistic particle shapes. Paper presentation at DEM8: 8th International Conference on Discrete Element Methods, Enschede, Twente, NL.

MLA:

Angelidakis, Vasileios, Stefano Utili, and Vasilis Sarhosis. "Load distribution within railway ballast: A DEM study considering realistic particle shapes." Presented at DEM8: 8th International Conference on Discrete Element Methods, Enschede, Twente 2019.

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