Planar collapse of a granular column: Experiments and discrete element simulations
By L. Lacaze, J. Phillips, Rich R. Kerswell. 2008
152 citations recorded by the source corpus.
Subfields: Computational Mechanics, Management, Monitoring, Policy and Law
View Paper: https://www.semanticscholar.org/paper/d99684267c2891e1efd446852e81fb5f4c9348ff
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Mechanics
- Olivier Roche
- Pierre-Yves Lagrée
- Anne Mangeney
- Stéphane Popinet
- L. Staron
- D. Roddeman
- Giovanni Battista Crosta
- S. Imposimato
In Management, Monitoring, Policy and Law
- Olivier Roche
- Anne Mangeney
- Pierre-Yves Lagrée
- Stéphane Popinet
- D. Roddeman
- Giovanni Battista Crosta
- S. Imposimato
- Ha H. Bui
Citations in the corpus
- A new SPH-based approach to simulation of granular flows using viscous damping and stress regularisation (2017, methodology): “…(DEMs) have been extensively used to investigate the mechanisms of granular flows (Cleary and Sawley 2002; Staron and Hinch 2005, 2007; Zenit 2005; Lacaze et al. 2008; Krabbenhoft et al. 2012; Girolami et al. 2012; Guo and Curtis 2014; Utili et al. 2015; Kermani et al. 2015), and a comprehensive…”
- Numerical modeling of 2‐D granular step collapse on erodible and nonerodible surface (2009, methodology): “Nondimensional incremental runout plotted against aspect ratio and fitting relationships as proposed by Lube et al. [2005] for coarse sand and unidirectional tests with 20 cm wide channel (2.”
- Viscoplastic modeling of granular column collapse with pressure-dependent rheology (2015, methodology): “Similarly, 3D DEM (soft particle dynamics) of laterally wider dam-break granular collapse (Girolami [19]) reproduced quantitatively the dynamics and the deposit observed experimentally with a grain/grain friction coefficient µm = 0.5, a particlewall friction µw = 0.5, and an empirical additional dis”
- The granular column collapse as a continuum: validity of a two-dimensional Navier–Stokes model with a μ(I)-rheology (2011, methodology): “Moreover, Lacaze et al. (2008) showed that discrete simulations reproduce very accurately experimental results in two dimensions, down to the grain size scale.”