Title | A benchmark for particle shape dependence |
Publication Type | Conference Proceedings |
Year of Publication | 2013 |
Authors | Combe G, Nouguier-Lehon C, Azéma E, Szarf K, Saint-Cyr B, Chaze M, Radjaï F, Villard P, Delenne J-Y, Richefeu V, Sornay P, Voivret C, Group CEGEO |
Editor | Yu A, Dong K, Yang R |
Sponsor | Assoc Study Micromechan Granular Media(AEMMG), Univ New S Wales(UNSW) Lab Simulat & Modelling Particulate Syst(SIMPAS), Curtin Univ(CU) Dept Chemical Engn, Univ Twente(UT) Multi Scale Mech Grp(CTW & MESA+), JMBC Res Sch Fluid Mechan, Elsevier, Univ New S Wales(UNSW) Sch Mat Sci & Engn |
Conference Name | 7th International Conference on Micromechanics of Granular Media (Powders and Grains) |
Volume | Book Series: AIP Conference Proceedings POWDERS AND GRAINS 2013 |
Number of Volumes | 1542 |
Pagination | 883-886 |
Date Published | Jun-18-2013 |
Publisher | AIP |
Conference Location | JUL 08-12 2013 Sydney, AUSTRALIA |
Abstract | Particle shape is a major parameter for the space-filling and strength properties of granular materials. For a systematic investigation of shape effect, a numerical benchmark test was set up within a collaborative group using different numerical methods and particles of various shape characteristics such as elongation, angularity and nonconvexity. Extensive 2D shear simulations were performed in this framework and the shear strength and packing fraction were compared for different shapes. We show that the results may be analyzed in terms of a low-order shape parameter η describing the degree of distortion from a perfectly circular shape. In particular, the shear strength is an increasing function of η with nearly the same trend for all shapes, the differences being of second order compared to η. We also observe a nontrivial behavior of packing fraction which, for all our simulated shapes, increases with η from the random close packing fraction for disks, reaches a peak considerably higher than that for disks, and subsequently declines as η is further increased. Finally, the analysis of contact forces for the same value of η leads to very similar statistics regardless of our specific particle shapes. |
DOI | 10.1063/1.4812073 |