Packing of Particles (Part 3)
نویسندگان
چکیده
منابع مشابه
Wall Effect in 3D Simulation Of Same Sized Particles Packing
In this paper, the effects of container size on the porosity of random loose packing of mono size particles have been investigated using an Event Dynamics (ED) based model. Simultaneous effects of square container walls on particles packing and their order are also investigated. Our simulation results indicate higher container size will increase the total packing factor and high density regions...
متن کاملParticles Size Distribution Effect on 3d Packing of Nanoparticles Into a Bounded Region
In this paper, the effects of two different Particle Size Distributions (PSD) on packingbehavior of ideal rigid spherical nanoparticles using a novel packing model based on parallelalgorithms have been reported. A mersenne twister algorithm was used to generate pseudorandomnumbers for the particles initial coordinates. Also, for this purpose a nanosized tetragonal confinedcontainer with a squar...
متن کامل3. Myxosporean parasites from mesopotamian part of Iran
A survey on myxosporean parasites of freshwater fishes from Mesopotamian part of Iran (south western part of the country, Khuzestan Province) was carried out. Some 280 individuals belonging to 14 different species were examined the prevalence of myxosporean parasites, morphology of the spores, plasmodial development, the infective site, and characteristics of the cyst location using the histolo...
متن کاملFractal Properties of Dense Packing of Spherical Particles
Two computer models were developed to realize the algorithms of random Apollonian and Apollonian packings of the spherical particles in a unit cube. A genetic algorithm was developed for the latter packing model. The upper and lower bounds of a fractal dimension were computed using various numerical methods. It was observed that for both models the fractal properties were not essentially affect...
متن کاملPacking fraction of geometric random packings of discretely sized particles.
The packing fraction of geometric random packings of discretely sized particles is addressed in the present paper. In an earlier paper [Brouwers, Phys. Rev. E 74, 031309 (2006); Brouwers, Phys. Rev. E 74, 069901(E) (2006)], analytical solutions were presented for the packing fraction of polydisperse geometric packings for discretely sized particles with infinitely large size ratio and the packi...
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ژورنال
عنوان ژورنال: Journal of the Ceramic Society of Japan
سال: 1994
ISSN: 0914-5400,1882-1022
DOI: 10.2109/jcersj.102.133