SPREADING OF A SOLID-ON-SOLID DROP

We study the spreading of the foot of a two-dimensional drop via Monte Carlo simulations without conservation law. The profile, or height of the spreading phase as a function of the distance from the initial dr op, is described by a solid-on-solid model. For positive spreading coe fficients, we find a precursor film extending linearly with time, and thickening as t1/4 due to entropic repulsion. For a vanishing spreadin g coefficient, i.e., at the wetting transition, the foot of the profil e is found to scale as t1/2 parallel and perpendicular to the substrat e, with no precursor asymptote. For partial wetting, relaxation is che cked against exact results including finite-size effects.