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Properties of percolation clusters in a model granular system on a square lattice are examined by a Monte Carlo simulation. Grains are grown around seeds up to the n th neighbours. The critical coverage at the percolation threshold is shown to oscillate as a function of n . The fractal dimension and critical exponents are shown to be compatible with those of the standard percolation process.
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Odagaki et al. (1998) studied this question.
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