The electrochemical behaviour of metallic electrodes coated with chemically inert, insulating and permeable thin films is examined in the case of steady-state mass transfer at a rotating electrode. The general equation of voltammetric curves is established: it is demonstrated that the classical equations describing the voltammetric curves may still be used with such electrodes, provided that the solution diffusion layer δ is replaced by a fictitious diffusion layer whose thickness is δ′= e+( D f/ D s)δ where e is the film thickness and D f and D s the diffusion coefficients in the film and in the solution. Two limiting behaviours are to be expected. In the first, the diffusion rate is slower in the solution than in the film ( D s/δ≪ D f/ e) and the usual voltammetric wave is obtained. In the second case, the diffusion rate is slower in the film than in the solution: the limiting current is then independent of the electrode rotation speed. It is shown that under such conditions a redox system may become more reversible on the coated electrode than on the bare one.