Publication detail
Nearest Particle Distance and the Statistical Distribution of Agglomerates from a Model of a Finite Set of Particles
ŽÍDEK, J. KUČERA, J. JANČÁŘ, J.
Original Title
Nearest Particle Distance and the Statistical Distribution of Agglomerates from a Model of a Finite Set of Particles
Type
journal article in Web of Science
Language
English
Original Abstract
The structural analysis of a particulate composite with randomly distributed hard spheres is presented based on a model proposed earlier. The structural factors considered include the distribution of interparticle distances and the conditions for particle agglomeration. The interparticle distance was characterized by the nearest particle distance (NPD) and the distance derived from Delaunay triangulation (DT). The distances were calculated for every particle in the particle set and analyzed in the form of a cumulative distribution function (CDF). The CDF provides two parameters: the representation of particles which are in very close proximity to their neighbors and the most frequent distance between particles. In the next step, the analysis of agglomerates was performed. The agglomerate was defined as a continuous unperturbed cluster of particles and interphase shells, which is divided from other clusters by a prescribed layer of matrix.The agglomerates were investigated from the point of view of their shape and size. Each set of agglomerates was analyzed by a histogram of agglomerate size and the average volume of agglomerates. Finally, the agglomerate percolation was investigated. The percolation threshold was characterized by the size of agglomerate which can be considered the largest but still isolated, and the probability of percolation.
Keywords
Agglomeration; Composite; Effective volume; Monte Carlo; Particle distance; Percolation
Authors
ŽÍDEK, J.; KUČERA, J.; JANČÁŘ, J.
RIV year
2011
Released
1. 11. 2011
Publisher
Tech Science press
ISBN
1546-2218
Periodical
CMC-Computers Materials & Continua
Year of study
24
Number
3
State
United States of America
Pages from
183
Pages to
208
Pages count
25
BibTex
@article{BUT90282,
author="Jan {Žídek} and Jaroslav {Kučera} and Josef {Jančář}",
title="Nearest Particle Distance and the Statistical Distribution of Agglomerates from a Model of a Finite Set of Particles",
journal="CMC-Computers Materials & Continua",
year="2011",
volume="24",
number="3",
pages="183--208",
issn="1546-2218"
}