The random sequential adsorption of parallel (aligned) squares is studied by computer simulation. A new precise value of the maximum (jamming) coverage is found: θJ=0.562 009±{}0.000 004. The dynamics for times t{}6000 agree with Swendsen's prediction θJ-{θ}(t){~}c(lnt)/t. Various two-point correlation functions are measured, and the effects of the finite size and the discretization of the adsorbing surface are also investigated.
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Brosilow et al. (1991) studied this question.
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