Kinetic roughening of flux fronts penetrating in superconducting thin films
are studied by means of a high resolution magneto-optic technique. The rou
ghening exponent (alpha = 0.64) and growth exponent (beta = 0.65) obtained
from a dynamic scaling analysis of the initial stage of flux penetration an
d, at small length scales, are characteristic for a static disorder dominat
ed nonlinear diffusion such as also observed in the directed percolated dep
inning model. At large length scale, alpha = 0.46 indicates a transition to
wards dynamic stochastic disorder, similar to the behavior of Kardar-Parisi
-Zhang systems. There is a striking similarity with the behavior of combust
ion fronts in burning paper.