2014
DOI: 10.1007/s10035-014-0509-1
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Stress transmission in systems of faceted particles in a silo: the roles of filling rate and particle aspect ratio

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Cited by 12 publications
(4 citation statements)
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“…This is done in three different scenarios: (a) immobile dumbbells in a static pile at a radial distance of 10 D s , (b) dumbbells at a radial distance of 10 D s that are flowing out of the silo, and (c) dumbbells conforming a clogging arch. Clearly, the particles prefer to orient horizontally irrespective of D b /D s ratio in a static pile (figure 5(a)), a behavior that is coherent with the one found in a static pile of elongated rods (aspect ratio 5) [23]. Dissimilarly, figure 5(b) reveals that, irrespective of D b /D s , the alignment distribution of flowing dumbbells displays a maximum at an angle close to Ψ = π/4 and a minimum for Ψ = 3π/4.…”
Section: Resultssupporting
confidence: 76%
“…This is done in three different scenarios: (a) immobile dumbbells in a static pile at a radial distance of 10 D s , (b) dumbbells at a radial distance of 10 D s that are flowing out of the silo, and (c) dumbbells conforming a clogging arch. Clearly, the particles prefer to orient horizontally irrespective of D b /D s ratio in a static pile (figure 5(a)), a behavior that is coherent with the one found in a static pile of elongated rods (aspect ratio 5) [23]. Dissimilarly, figure 5(b) reveals that, irrespective of D b /D s , the alignment distribution of flowing dumbbells displays a maximum at an angle close to Ψ = π/4 and a minimum for Ψ = 3π/4.…”
Section: Resultssupporting
confidence: 76%
“…The discrete element method, based on spherical polygons, was then validated with experimental results. Experimental and numerical results are given for particle alignment and stress distribution in faceted granular fillers deposited in small-scale two-dimensional silos [17]. Donev proposed an algorithm applied to systems of hard ellipsoids and ellipsoids [18].…”
Section: Introductionmentioning
confidence: 99%
“…In addition, particle elongation may cause regions of particle alignment (Lumay & Vandewalle 2006), leading to force transmission in the lateral direction being less favoured than transfer in the normal direction. As a result, force saturation is hindered (Hidalgo et al 2010;Acevedo et al 2014). In a significant attempt to describe non-spherical particle flows, Huthmann, Aspelmeier & Zippelius (1999) developed a kinetic theory of hard needle-shaped particles, which is strictly restricted to low and moderate solid fractions due to the assumptions of binary collisions and a homogeneous cooling state.…”
mentioning
confidence: 99%