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- W3010059897 abstract "A study of the site percolation model on the square lattice in aL×M geometry at critically is presented. ForL≪M one observes the growth of numerous percolation colation clusters in theL-direction in contrast to the absence of percolation in theM-direction. Consequently, relevant properties of these clusters such us for example the average number of clusters (N CL ), the cluster length distribution (P(l,L), withl=cluster length in theM direction) and average cluster length (l CL ), are studied by means of the Monte Carlo technique and analyzed on the basis of finite-size scaling arguments. The following behavior is found:N CL ≅(3/8) (L/M)−δ, with δ=1; andl CL ≅2.0L. Also the distributionP(l, L) is of the exponential-exponential type and their characteristic exponents are evaluated." @default.
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- W3010059897 date "1993-09-01" @default.
- W3010059897 modified "2023-09-27" @default.
- W3010059897 title "Percolation on the square lattice in aL�M geometry" @default.
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- W3010059897 doi "https://doi.org/10.1007/bf01433059" @default.
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