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Densest columnar structures of hard spheres from sequential deposition

Published 22 Oct 2011 in math-ph, cond-mat.mes-hall, cond-mat.soft, and math.MP | (1110.4956v3)

Abstract: The rich variety of densest columnar structures of identical hard spheres inside a cylinder can surprisingly be constructed from a simple and computationally fast sequential deposition of cylinder-touching spheres, if the cylinder-to-sphere diameter ratio D is within [1,2.7013]. This provides a direction for theoretically deriving all these densest structures and for constructing such densest packings with nano-, micro-, colloidal or charged particles, which all self-assemble like hard spheres.

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