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Dynamic three-dimensional rigid body interaction with highly deformable solids, a material point approach

Bird, Robert; Pretti, Giuliano; Coombs, William; Augarde, Charles; Sharif, Yaseen; Brown, Michael; Carter, Gareth; Macdonald, Catriona; Johnson, Kirstin

Authors

Dr Robert Bird robert.e.bird@durham.ac.uk
PDRA in Computational Solid Mechanics

Yaseen Sharif

Michael Brown

Gareth Carter

Catriona Macdonald

Kirstin Johnson



Contributors

Abstract

The ability to model rigid body interaction with highly deformable solids is a very useful tool in geoengineering, including the modelling of drag anchors on seabeds and seabed ploughing [7, 1]. However, these simulations entail several numerical challenges, such as modelling frictional contact, and incorporating inertia forces for analyses whose simulated time is considerable. Here the implicit Generalised Interpolation Material Point Method (GIMPM) is adopted to model the highly deformable solid, whilst a rigid body is used to model the significantly stiffer engineering object, such as an anchor. The whole system is integrated in time with the Newmark method with interaction between the two bodies occurring through a normal penalty contact and a penalty enforced Coulomb stick-slip friction law.

Citation

Bird, R., Pretti, G., Coombs, W., Augarde, C., Sharif, Y., Brown, M., …Johnson, K. (2024). Dynamic three-dimensional rigid body interaction with highly deformable solids, a material point approach. In W. Coombs (Ed.), Proceedings of the 2024 UK Association for Computational Mechanics Conference (153-156). https://doi.org/10.62512/conf.ukacm2024.092

Conference Name UK Association for Computational Mechanics Conference 2024
Conference Location Durham, UK
Start Date Apr 10, 2024
End Date Apr 12, 2024
Acceptance Date Jan 26, 2024
Online Publication Date Apr 25, 2024
Publication Date Apr 25, 2024
Deposit Date Jun 24, 2024
Publisher Durham University
Pages 153-156
Book Title Proceedings of the 2024 UK Association for Computational Mechanics Conference
DOI https://doi.org/10.62512/conf.ukacm2024.092
Public URL https://durham-repository.worktribe.com/output/2500033