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Fig. 3.49
Arrhenius plot
for the kinetics of the phase
transition between the
ʲ
and
ʳ
forms of Li
2
ZnSiO
4
.
T
c
is
the equilibrium transition
temperature. (Reproduced
from Villafuerte-Castrejon
and West [
142
] with permis-
sion of RSC)
predict the temperature dependence of the effective activation energy. The equation
that can be used for this purpose is Eq. 3.45. Variation of temperature around
T
0
produces the
E
versus
T
dependence displayed in Fig.
3.50
. It is seen that the depen-
dence has a discontinuity at
T
0
. On heating above
T
0
, the activation energy for the
transition from the phase II to I decreases from + ∞ down to the activation energy of
diffusion
E
D
. On cooling below
T
0
, the activation energy for the transition from the
phase I to II increases from − ∞ toward 0. If the phase I can be supercooled below
T
max
, its heating would result in the transition from the phase I to II. For this process,
the activation energy would decrease from
E
D
toward 0.
Fig. 3.50
Theoretical
E
versus
T
dependence derived
from Eq. 3.45
phase II
phase I
supercooled
phase I
E=E
D
E=0
T
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