Nonuniversality of Invasion of Percolation in Two-dimensional Systems
Employing highly efficient algorithms for simulating invasion percolation (IP) with trapping, we obtain precise estimates for the fractal dimensions of the sample-spanning cluster, the backbone, and the minimal path in a variety of two-dimensional lattices. The results indicate that these quantities are nonuniversal and vary with the coordination number Z of the lattices. In particular, while the fractal dimension Df of the sample-spanning cluster in lattices with low Z has the generally...[Show more]
|Collections||ANU Research Publications|
|Source:||Physical Review E|
|01_Knackstedt_Nonuniversality_of_Invasion_of_2002.pdf||43.16 kB||Adobe PDF||Request a copy|
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