Add to ORKGThis paper reports on spatial-statistical analyses for simulated random packings of spheres with random diameters. The simulation methods are the force-biased algorithm and the Jodrey-Tory sedimentation algorithm. The sphere diameters are taken as constant or following a bimodal or lognormal distribution. Standard characteristics of spatial statistics are used to describe these packings statistically, namely volume fraction, pair correlation function of the system of sphere centres and spherical contact distribution function of the set-theoretic union of all spheres. Furthermore, the coordination numbers are analysed
We simulate the sedimentation in a parallelepipedic container of spheres and nonconvex particles con...
A relaxation algorithm is developed to simulate sphere packing with arbitrary diameter distribution....
An important step in the setup process of Discrete Element Model (DEM) simulations is the generation...
International audienceMany solid state systems can be modelled by means of packings of hard spheres ...
An application of statistic techniques for structure evaluation of packing of equal or distributed s...
The study of random packing of spheres has had a long history. It particularly interests many resear...
The probability distributions of contact forces in packings of polystyrene spheres are experimentall...
International audienceWe propose a statistical model for the random packing of frictionless polydisp...
Random packings of binary mixtures of spheres and spherocylinders with the same volume and the same ...
Mixtures of binary spheres are numerically simulated using a relaxation algorithm to investigate the...
This thesis deals with the random packing of colloids and granular matter. A random packing is a sta...
International audienceWe analyze the packing properties of simulated three-dimensional polydisperse ...
We have developed an algorithm which allows to generate a large-scale random-close packing of sphere...
A computer simulation study was made of the random packing of unimodal and bimodal circle size distr...
Given article presents a generalized equation for calculating the average coordination number from ...
We simulate the sedimentation in a parallelepipedic container of spheres and nonconvex particles con...
A relaxation algorithm is developed to simulate sphere packing with arbitrary diameter distribution....
An important step in the setup process of Discrete Element Model (DEM) simulations is the generation...
International audienceMany solid state systems can be modelled by means of packings of hard spheres ...
An application of statistic techniques for structure evaluation of packing of equal or distributed s...
The study of random packing of spheres has had a long history. It particularly interests many resear...
The probability distributions of contact forces in packings of polystyrene spheres are experimentall...
International audienceWe propose a statistical model for the random packing of frictionless polydisp...
Random packings of binary mixtures of spheres and spherocylinders with the same volume and the same ...
Mixtures of binary spheres are numerically simulated using a relaxation algorithm to investigate the...
This thesis deals with the random packing of colloids and granular matter. A random packing is a sta...
International audienceWe analyze the packing properties of simulated three-dimensional polydisperse ...
We have developed an algorithm which allows to generate a large-scale random-close packing of sphere...
A computer simulation study was made of the random packing of unimodal and bimodal circle size distr...
Given article presents a generalized equation for calculating the average coordination number from ...
We simulate the sedimentation in a parallelepipedic container of spheres and nonconvex particles con...
A relaxation algorithm is developed to simulate sphere packing with arbitrary diameter distribution....
An important step in the setup process of Discrete Element Model (DEM) simulations is the generation...