Percolation of site trimers (k-mers with k = 3) is investigated in a detailed way making use of an analyticalmodel based on renormalization techniques in this problem. Results are compared to those obtained here bymeans of extensive computer simulations. Five different deposition possibilities for site trimers are includedaccording to shape and orientation of the depositing objects. Analytical results for the percolation threshold pcare all close to 0.55, while numerical results show a slight dispersion around this value. A comparison with pcvalues previously reported for monomers and dimers establishes the tendency of pc to decrease as k increases.Critical exponent ν was also obtained both by analytical and numerical methods. Results for t...
Geometric phase transition of cubes and tiles (k×k×k and k×k>×1) deposited on simple cubic lattices ...
A generalization of the pure site and pure bond percolation problems in which pairs of nearest neigh...
A statistical study of nearest neighbors site percolation in 75x75, 150xl50 and 225x225 square latti...
Percolation due to the simultaneous occupation of two neighboring bond sites, namely a bond dimer, i...
The problem of percolation on Archimedean and 2-uniform lattices is investigated. An empirical formu...
In the present paper, the site-percolation problem corresponding to linear k-mers (containing k iden...
A generalization of the pure site and pure bond percolation problems called site–bond percolation on...
In this paper, the percolation of (a) linear segments of size k and(b) k-mers of different structure...
In this paper, a theoretical approach to calculate site percolation thresholds on two-dimensional la...
The site-percolation problem on simple cubic lattices has been studied by means of numerical simulat...
Site and bond percolation of k-mers of different structures and forms deposited on 2-D regular latti...
Jamming and percolation of square objects of size k × k (k2-mers) isotropically deposited on simple ...
Percolation theory deals with forming of connected objects inside dis-ordered media. One of the poss...
Percolation and jamming of k×k square tiles (k2-mers) deposited on square lattices have been studied...
A theoretical approach, based on exact calculations of configurations on finite rectangular cells, i...
Geometric phase transition of cubes and tiles (k×k×k and k×k>×1) deposited on simple cubic lattices ...
A generalization of the pure site and pure bond percolation problems in which pairs of nearest neigh...
A statistical study of nearest neighbors site percolation in 75x75, 150xl50 and 225x225 square latti...
Percolation due to the simultaneous occupation of two neighboring bond sites, namely a bond dimer, i...
The problem of percolation on Archimedean and 2-uniform lattices is investigated. An empirical formu...
In the present paper, the site-percolation problem corresponding to linear k-mers (containing k iden...
A generalization of the pure site and pure bond percolation problems called site–bond percolation on...
In this paper, the percolation of (a) linear segments of size k and(b) k-mers of different structure...
In this paper, a theoretical approach to calculate site percolation thresholds on two-dimensional la...
The site-percolation problem on simple cubic lattices has been studied by means of numerical simulat...
Site and bond percolation of k-mers of different structures and forms deposited on 2-D regular latti...
Jamming and percolation of square objects of size k × k (k2-mers) isotropically deposited on simple ...
Percolation theory deals with forming of connected objects inside dis-ordered media. One of the poss...
Percolation and jamming of k×k square tiles (k2-mers) deposited on square lattices have been studied...
A theoretical approach, based on exact calculations of configurations on finite rectangular cells, i...
Geometric phase transition of cubes and tiles (k×k×k and k×k>×1) deposited on simple cubic lattices ...
A generalization of the pure site and pure bond percolation problems in which pairs of nearest neigh...
A statistical study of nearest neighbors site percolation in 75x75, 150xl50 and 225x225 square latti...