A random packing structure of equal spheres — statistical geometrical analysis of tetrahedral configurations |
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| Authors: | Keishi Gotoh W S Jodrey E M Tory |
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| Affiliation: | Department of Mathematics and Computer Science, Mount Allison University, Sackville, New Brunswick Canada E0A 3C0 |
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| Abstract: | A random packing structure constructed by a computer simulation of the slow settling of rigid spheres into a randomly packed bed is investigated, where the bulk-mean volume fraction of the particles is 0.582. Each sphere settled on three others forms a tetrahedron, whose detailed geometrical configuration is successfully examined by a statistical geometrical analysis. |
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