Year of Graduation
Analysis of Percolation Properties of Random Sequential Adsorption Patterns of K-mers on a Square Lattice
This research is aimed at studying the behavior of percolation and jamming thresholds for isotropic random sequential adsorption samples by means of numerical simulations. Mostly large linear k-mers on a square lattice with periodic boundary conditions are considered. For simulating the process, an efficient in terms of memory and speed algorithm is presented. The goal is to verify previous results  and to obtain the ratio of percolation and jamming concentrations for lengths of k-mer up to 2^14.