A fast algorithm for random sequential adsorption of discs
arXiv:cond-mat/9402066 · doi:10.1142/S0129183194000817
Abstract
An efficient algorithm for random sequential adsorption of hard discs in two dimensions is implemented. A precise value for the coverage is obtained: theta(infty) = 0.547069. The asymptotic law theta(t) = theta(infty) - ct^{-1/2} is verified to a high accuracy. Pair correlation function is analyzed.
7 pages + 4 figures, Plain TeX 3.141
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