Spread-out and slow-down of granular flows through model forests

TH Luong, JL Baker, I Einav - Granular Matter, 2020 - Springer
Understanding how granular flows interact with obstacles is important in the design of
mitigation measures for avalanches and other geophysical hazards. Such measures often …

Novel aspects on the segregation in quasi 2D piles

JG Benito, I Ippolito, AM Vidales - Powder technology, 2013 - Elsevier
We present the results of an experimental study of granular segregation on a large number
of rectangular grain piles built by dropping simultaneously glass beads of two different sizes …

Transport of small particles through a 3D packing of spheres: experimental and numerical approaches

F Lominé, L Oger - Journal of Statistical Mechanics: Theory and …, 2006 - iopscience.iop.org
In this paper, we study the transport of particles through a porous structure. Experimentally,
we focus our attention on the dependence of the mean transit time on some parameters like …

Downslope granular flow through a forest of obstacles

B Darbois Texier, Y Bertho, P Gondret - Physical Review Fluids, 2023 - APS
We investigate the effect of a forest of pillars on a granular layer steadily flowing over a
rough inclined plane. We quantify experimentally how the steady flow rate of grains is …

Dynamical effects in the segregation of granular mixtures in quasi 2D piles

D Rodríguez, JG Benito, I Ippolito, JP Hulin… - Powder Technology, 2015 - Elsevier
The dynamics of segregation, mixing and layering is studied during the build-up of quasi-2D
piles of two different species of grains of different diameters (ie 1 mm glass beads and either …

Galton's quincunx: Random walk or chaos?

K Judd - International Journal of Bifurcation and Chaos, 2007 - World Scientific
In 1873 Francis Galton had constructed a simple mechanical device where a ball is dropped
vertically through a harrow of pins that deflect the ball sideways as it falls. Galton called the …

Mathematical modelling and symbolic dynamics analysis of three new galton board models

AAM Daud - Communications in Nonlinear Science and Numerical …, 2014 - Elsevier
A Galton board, also known as a quincunx, is a device invented by Francis Galton in 1873
that consists of two upright boards with rows of pins, and a funnel. In this paper, three new …

Creating kappa-like distributions from a Galton board

M Leitner, MP Leubner, Z Vörös - Physica A: Statistical Mechanics and its …, 2011 - Elsevier
The Galton board is a classical device demonstrating geometrically the formation of normal
distributions. In view of long-range interactions, governed by nonextensive statistics, the …

Exit distribution function crossover in a Galton board

JG Benito, G Meglio, I Ippolito, M Re, AM Vidales - Granular Matter, 2007 - Springer
Here we present an experimental and numerical study concerning the problem of the
influence of walls on a granular flow through obstacles. The system based on a Galton …

An improved mathematical model of galton board with velocity-dependent restitution

AA Mat Daud - Journal of Computational and …, 2017 - asmedigitalcollection.asme.org
A Galton board is an instrument invented in 1873 by Francis Galton (1822–1911). It is a box
with a glass front and many horizontal nails or pins embedded in the back and a funnel …