We analyse the geometry of the solid phase shaped by densely packed hard calottes on a sphere. We show that in this phase topological defects are not distributed at random over the surface but segregate into clusters that give rise to an upper level of organization in the form of a superstructure with icosahedral symmetry.

STATISTICAL GEOMETRY OF HARD PARTICLES ON A SPHERE: ANALYSIS OF DEFECTS AT HIGH DENSITY

PRESTIPINO GIARRITTA, Santi;GIAQUINTA, Paolo Vittorio
1993-01-01

Abstract

We analyse the geometry of the solid phase shaped by densely packed hard calottes on a sphere. We show that in this phase topological defects are not distributed at random over the surface but segregate into clusters that give rise to an upper level of organization in the form of a superstructure with icosahedral symmetry.
1993
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11570/1890585
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