The packing properties of superellipsoids

By Geoff P. Delaney, Paul W. Cleary. 2010

193 citations recorded by the source corpus.

Subfields: Computational Mechanics, Materials Chemistry

View Paper: https://www.semanticscholar.org/paper/b16bf1ad0c0aa263ff985abb7664c2754375b372

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computational Mechanics

1. Shiwei Zhao
2. Xiaowen Zhou
3. James E. Hilton
4. Francesco Zamponi
5. Pierfrancesco Urbani
6. Paul W. Cleary
7. Nan Zhang
8. Lei Zhang

In Materials Chemistry

1. Francesco Zamponi
2. Pierfrancesco Urbani
3. Salvatore Torquato
4. Carolina Brito
5. James E. Hilton
6. Matthieu Wyart
7. Shiwei Zhao
8. Nan Zhang

Citations in the corpus

• Hyperuniform states of matter (2018, background): “Nonspherical particles that have been studied include ellipsoids [38, 251, 252, 255], “superballs” [38, 279, 280], “superellipsoids” [281], and polyhedra [262, 282–286].”
• Particle shape effects on fabric of granular random packing (2017, methodology): “Such an M-type trend in packing density with aspect ratio is in good agreement with other DEM results in the literature [8,22,60].”
• The influence of particle shape on flow modes in pneumatic conveying (2011, methodology): “Fraige and Langston (2006) modelled pneumatic conveying and reported good comparison to experimental observations.”
• Universality of jamming of nonspherical particles (2018, background): “Hypostatic packings are also obtained for spherocylinders (35– 39), superballs (40), superellipsoids (41), other convex shaped particles (42) and even deformable polygons (43).”