Dielectric dispersion in disordered Pb(In0.5Nb0.5)O-6 crystals was studied.
Two dispersion regions were found at 10(3)-10(5) Hz and 10(8)-10(9) Hz at
room temperature. The low-frequency relaxation process, which has a very wi
de distribution of relaxation times, shifts to higher frequency (up to abou
t 10(9) Hz) and becomes narrower in frequency with increasing temperature.
It is this relaxation process that is responsible for the temperature shift
of the diffused epsilon(T) maximum with increasing frequency. At low frequ
encies (f < 10(6) Hz) the temperatures of epsilon' and epsilon" maxima foll
ow the Vogel-Fulcher law and the entire epsilon" data set can be scaled usi
ng a scaling variable related to frequency by the Vogel-Fulcher law. At f >
10(6) Hz the Vogel-Fulcher law and scaling are also valid, but with differ
ent fitting parameters. The results can be described in terms of a phenomen
ological model implying a wide and smooth spectrum of relaxation times whic
h broadens with decreasing temperature rather than be explained by freezing
into the glass state.