Journal of Chemical Physics, Vol.108, No.7, 3010-3012, 1998
Extended series expansions for random sequential adsorption
We express the coverage (occupation fraction) theta in powers of time t for four models of two-dimensional lattice random sequential adsorption (RSA) to very high orders by improving an algorithm developed by the present authors [J. Phys, A 29, L177 (1996)]. Each of these series is,to the best of our knowledge, the longest at the present. We analyze the series and deduce accurate estimates for the jamming coverage of the models.