Electrochemical Impedance Spectra of solid electrodes presenting const
ant phase characteristics in the frequency domain are well recognized.
Constant phase components are usually involved, at least formally, in
most mathematical procedures used for resolving electrochemical imped
ance spectra. This is not the case for time domain responses of the sa
me electrodes. The consequences of constant phase behavior for time do
main responses are presented in terms of hystereses, non-steady state
and irreversibility concepts. Time domain pulse responses simulated wi
th algorithms of fractional calculus exhibit E-I-t relations closely r
elated to experimental data. Two particular cases of practical importa
nce are analyzed in detail: electrochemical adsorption on fractal surf
aces and the Stern method of linear polarization used for corrosion te
sts.