Transition Met Chem (2013) 38:15–20
19
activation entropies are in line with the usual bimolecular
collisions in the rate-determining steps. Moreover, the slight
variations of the rate constants with both [OH-] and ionic
strength are also coherent with the mechanistic picture. The
present reaction mechanism is similar to those proposed for
L-proline, L-glutamine and DL-pipecolinate [13–15]; in all
these reaction systems, the reactivity of [Ag(HIO6)2]5- is
lower than that of [Ag(HIO6)2(OH)(H2O)]2-. In some other
reaction systems, [Ag(HIO6)2(OH)(H2O)]2- was the reac-
tive species, whereas [Ag(HIO6)2]5- had negligible reac-
tivity [8–12]. Unfortunately, we have not found any
correlations between the substrate structures and the reaction
mechanisms. In this regard, other types of reaction mecha-
nisms could also be possible.
Table 2 Equilibrium constants, rate constants and activation
parameters for oxidation of pyrrolidine by the Ag(III) complex at
l = 0.30 M
t (°C)
k1 (M-1 s-1
)
k2 (M-1 s-1
)
15.0
20.0
25.0
30.0
7.4 0.2
10.2 0.2
12.2 0.4
14.7 0.4
12.0 0.2
15.8 0.2
19.3 0.4
28.0 0.5
DH=1 = 30 3 kJ mol-1
DH=2 = 37 4 kJ mol-1
DS=1 = - 123 12
DS=2 = - 95 12
J K-1 mol-1
J K-1 mol-1
[Ag(HIO6)2]5-/[Ag(HIO6)2(OH)(H2O)]2-, generating a con-
ceivable intermediate namely ?CH2CH2CH2CH2–NH?. A
couple of rapid reactions ensue after formation of this inter-
mediate, leading to deamination and the final product of
4-hydroxybutyrate, as shown in Scheme 1.
Acknowledgments This study was carried out and completed under
the guidance of Dr. Tiesheng Shi and was financially supported in part
by a grant from the Natural Science Foundation of Hebei Province
(F2011201102).
Rate Eq. (6) can be derived from the reaction
mechanism;
References
ꢂd½AgðIIIÞꢃ ðk1K1 þ k2½H2IO36ꢂꢃeÞ½Pyrrolidineꢃ½AgðIIIÞꢃ
¼
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½H2IO36ꢂꢃe þ K1
dt
ð6Þ
Comparing Eq. (3) with Eq. (6), we obtain Eq. (7).
Á À
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À
Á
k0 ¼ k1K1 þ k2½H2IO63ꢂꢃe = ½H2IO36ꢂꢃe þ K1
ð7Þ
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À
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Â
à Á È
Â
Ã
É
k0 ¼ k1K1 þk2fð½OHꢂꢃÞ IO4ꢂ
= fð½OHꢂꢃÞ IOꢂ4 þK1
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tot
tot
ð8Þ
The value of K1 was derived in previous studies [8, 34]; it is
essentially constant in the temperature range used and
K1 = (6.0 1.0) 9 10-4 M. Equation (8) was used to
simulate the dependency of k0 on [IO4-] as shown in Fig. 4 by
use of a nonlinear least-squares method with k1 and k2 as
adjustable parameters, while K1 = (6.0 1.0) 9 10-4
M
and f([OH-]) = 0.935 were fixed. The resulting fits are good,
affording the values of k1 and k2 listed in Table 2. Figure 5
gives the Eyring plots; the activation enthalpies and entropies
have been calculated and are also summarized in Table 2.
Conclusion
A detailed kinetic study was undertaken on the oxidation of
pyrrolidine by bis(hydrogenperiodato)argentate(III), and a
reaction mechanism was proposed. In the reaction described
in Scheme 1, [Ag(HIO6)2]5- and [Ag(HIO6)2(OH)(H2O)]2-
are both reduced by pyrrolidine in parallel rate-determining
steps. In fact, the relatively large negative values of the
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123