We model the statics and dynamics of wetting of liquids on thin rubber
films. We show that at equilibrium the capillary forces deform soft s
ubstrates, leading to undulations of the rubber film surface originati
ng at the triple Line. Such deformations propagate when a liquid sprea
ds on the rubber film. This induces the dissipation that may control t
he spreading dynamics. We derive a general expression for this dissipa
tion as a function of the viscoelastic properties of the substrate. We
calculate the spreading velocities for various mechanical relaxation
models. Using available mechanical relaxation data, we find that our m
odel may well account for the experimental observations of Carre and S
hanahan, who demonstrated the importance of viscoelastic braking effec
ts.