Random packing of disks in two dimensions

摘要: The geometry of a random dense packing disks equal size obtained by compacting sequential adsorption configuration is discussed. shown to be without any long-ranged order, and no local configurations ordered domains were found. fraction area covered \ensuremath{\theta}=0.772\ifmmode\pm\else\textpm\fi{}0.002, the number contacts per disk are 3.02\ifmmode\pm\else\textpm\fi{}0.03. It argued that this stable close loose-packed limit in two dimensions. compacted prediction we make \ensuremath{\theta}=0.78 for configuration. Several statistical distributions calculated from limiting studied. Both circumference Voronoi-Dirichlet polygons could fitted \ensuremath{\Gamma} distribution functions.