The effect of diffusional length in RSA on one-dimensional surface

초록

We have studied a random sequential adsorption with different diffusion length on one-dimensional surface. Coverage, theta(t) is the number of the adsorbed objects divided by total surface size and time t. We observe the coverage 1-theta(t) approaches t^-alpha. As the diffusional length is changed the exponent alpha has a value between 0.3 and 0.6 at a large regime in a continuum model.