Novikov V.V.
Wojciechowski Krzysztof W., Privalko V.P.
Properties of some chaotic fractal models constructed on hierarchies of rectangular cells (the latter being rectangular subsets of the square lattice) are investigated. Fractal dimensionalities and Lx x Ly (2 ≤ Lx ≤4, 1 ≤ Ly ≤ 4) are derived. Generating probability functions and critical indices for the correlation length as well as for the percolation cluster density are calculated for the models considered. The calculations show that structures generated by anisotropic (rectangular) initial cells show much broader range of critical indices and other characteristic parameters than structures generated by 'isotropic' (square) initial cells.
Poznań
OWN
2003.12.18
artykuł
application/pdf
eng
This publication is unavailable to your account. If you have more privileged account please try to use it or contact with the institution connected to this digital library.