The dynamics of monoepoxy, diepoxy, and triepoxy glass-formers from below t
o above the glass transition temperature, T-g, has been investigated throug
h the temperature behavior of relaxation times, strengths, and conductivity
, determined in a wide frequency range (10(2)-2x10(10) Hz). In all systems
the main and secondary relaxations define a splitting temperature T(S)simil
ar to 1.3xT(g); moreover, a crossover temperature T(B)similar to T-S is rec
ognized, marking the separation between two different Vogel-Fulcher regimes
for the structural dynamics. The strengths behavior reflects the distribut
ion of the overall energy between the relaxation processes and no peculiar
behavior is revealed at T-S. A strong increase characterizes the strength o
f the secondary relaxation on crossing the glass transition from the lower
temperatures. Conductivity data have been analyzed to test the dynamics in
terms of the Debye-Stokes-Einstein (DSE) diffusion law. The prediction of t
he DSE model is well verified for mono- and diepoxide up to the high viscos
ity regime, while a fractional DSE law with exponent similar to 0.81, accou
nting for a decoupling between translational and rotational motions, replac
es the DSE relation in triepoxide for temperatures below T-S. The change of
the structural dynamics, the splitting between main and secondary relaxati
on and the breakdown of the DSE behavior, all occur within a narrow tempera
ture range around T-S; this finding argues in favor of the existence of a c
hange of the dynamics in the supercooled liquid state well above the glass
transition temperature. (C) 1999 American Institute of Physics. [S0021-9606
(99)50444-3].