Source Title:
International Journal of Materials Research
|
Volume/Issue:
Volume 111: Issue 1

3d tomography analysis of the packing structure of spherical particles in slender prismatic containers

Paper presented at the Symposium “Tomographic and Radiographic Imaging with Synchrotron X-rays and Neutrons” of the MSE 2018, 26–28 September 2018, Darmstadt, Germany

Joerg Reimann 1 , Jérôme Vicente 2 , Claudio Ferrero 3 , Alexander Rack 3 , and Yixiang Gan 4
  • 1 Karlsruhe Institute of Technology, Karlsruhe, Germany
  • 2 Polytech Marseille, Marseille, France
  • 3 ERSF-The European Synchrotron, Grenoble, France
  • 4 The University of Sydney, Sydney, Australia
DOI:
https://doi.org/10.3139/146.111814
|
Published online:
25 Dec 2019

Abstract

In granular media, topological features are known to determine the effective material properties and boundary behavior when interacting with other structural components. X-ray computed tomography results are reported on sphere packing structures in slender prismatic containers (X = 20, Y = Z = 80 mm), filled and vibrated with both monosized spheres (diameter d = 2.4 mm), Exp. (M), and polydisperse spheres (1 mm < d < 1.25 mm), Exp. (P). Packing structures were characterized by void fraction distributions, coordination numbers, contact angle distributions and Voronoi packing fractions. In (M), an almost perfect hexagonal dense packing exists in the total volume, associated with a packing fraction γt≈0.68. In additional packing experiments, large γt values were achieved as well. Although the d spread in (P) is relatively small, significantly different results are obtained: γt≈0.62, regular structures are restricted to narrow wall zones and distributions in the container volume are nonhomogeneous. It is argued that the small degree of ordered structure is a characteristic feature of polydispersity for efficiently vibrated sphere packings.

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Journal + Issues

International Journal of Materials Research

Online ISSN:
2195-8556
First published:
01 Jan 1938
Language:
English
Publisher:
De Gruyter

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