1032
HIREMATH, NANDIBEWOOR
The probable structure of complex (C) is
complex is proved kinetically by the non-zero intercept
of the plot of 1/kc versus 1/[proline] (figure) (r > 0.9935,
S ≤ 0.043). The observed modest enthalpy of activation
and relatively low value of the entropy of activation
indicate that oxidation presumably occurs by an inner
sphere mechanism. This conclusion is supported by
earlier work [22]. The DPC oxidation of L-proline in
aqueous alkaline medium proceeds at a measurable rate
in the absence of a RuIII catalyst. Hence, in the presence
of the catalyst, the reaction is understood to occur in
parallel paths with contributions from the uncatalyzed
and catalyzed paths. Thus, the total rate constants (kT)
are equal to the sum of the rate constants of the cata-
lyzed (kc) and uncatalyzed (ku) reactions.
+
O
OH
CH–CH
⎛
⎜
⎜
⎜
⎜
⎝
⎞
OH2
⎟
CH CH–C–O–Ru–OH2
⎟
.
OH2⎟
N
H
OH2
⎟
⎠
Spectral evidence for complex formation between
catalyst and substrate was obtained from the UV–Vis
spectra of the ruthenium(III) species and a mixture of
ruthenium(III) and L-proline. A bathochromic shift,
λ
max, of about 6 nm from 224 to 230 nm is observed,
together with hyperchromicity at λmax 230 nm. Analo-
gous effects upon complex formation between ruthe-
nium(III) and the substrate have been observed in other
The scheme leads to the rate law given in the equa-
investigations [21]. Furthermore, the formation of the tion:
kK1K2[L-proline][OH–][DPC][RuIII]
---------------------------------------------------------------------------------------------------------------------------------------
Wcat
=
,
(2)
1 + K1[OH–] + K2[L-proline] + K1K2[L-proline][OH–]
where Wcat = Wtotal – Wuncat, Wi is the rate of the reaction the low concentrations of DPC and RuIII used, they
(i). The terms (1 + K1[DPC]) and (1 + K2[RuIII]) also approximate to unity. Hence, Eq. (2) becomes the equa-
should be in the denominator of Eq. (1). But in view of tion
kK1K2[L-proline][OH–][RuIII]
Wcat
[DPC]
---------------------------------------------------------------------------------------------------------------------------------------
--------------- = kcat = ktotal – kuncat
=
.
(3)
1 + K1[OH–] + K2[L-proline] + K1K2[L-proline][OH–]
The above equation can be rearranged to the following (r > 0.997, S ≤ 0.050) at different temperatures. The
values of k × 104 dm3 mol–1 s–1 were 3.60 0.20, 4.10
form, which is used for verification of the rate law:
0.22, 4.74 0.28, and 5.54 0.30 at 20, 25, 30, and 35°C,
[RuIII]
1
respectively. From these data the values of Ea, ∆H#, and
-----------------------------------------------------------
--------------- =
kK1K2[L-proline][OH–]
kc
∆S# are obtained as 21.4 1.0, 18.9 1.0 kJ mol–1 and
−92 4 J K–1 mol–1, respectively; Ea, ∆H#, and ∆S# are
(4)
1
1
k
1
30.6 1.5, 29.5 1.0 kJ mol–1, and −181 10 J K–1 mol–1
for the uncatalyzed reaction [11]. The difference in the
activation parameters for the catalyzed and uncatalyzed
reactions explains the catalytic effect on the reaction.
The catalyst RuIII forms the complex with L-proline,
which shows a greater reducing property than L-proline
itself. Hence, the catalyst, RuIII, lowers the energy of
activation, i.e., it provides an alternative pathway with
lower activation parameters for the reaction.
------------------------------------
--
+
+ ------------------------ + .
kK1[OH–]
kK2[L-proline]
According to Eq. (4), the plots of [RuIII]/kobs versus
1/[L-proline] (r > 0.997, S ≤ 0.050) and [RuIII]/kc versus
1/[OH–] are linear (r > 0.997, S ≤ 0.050) which is veri-
fied in the figure. The slopes and intercepts of plots lead
to the values of K1, K2, and k, which were found to be
8.77 0.50 dm3 mol–1, 1.30 0.05 × 103 dm3 mol–1,
and 4.10 0.2 × 104 dm3 mol–1 s–1, respectively. Using
these values, the rate constants under different experi-
mental conditions were calculated by Eq. (3) and com-
pared with experimental data (table). Experimental and
calculated values agreed reasonably well, supporting
the assumptions of the scheme. The value of K1 is in
good agreement with earlier work [23]. The rate con-
stants k, of the slow step of scheme were obtained from
the intercept of the plot of [RuIII]/kobs versus 1/[L-Pro-
REFERENCES
1. S. Chandra and K. L. Yadav, Microchem. J. A 15 (1), 78
(1970); G. I. Rozovoskii, D. Talaiene, and R. Z. Jankaus-
kas, Zh. Anal. Khim. 29 (11), 2243 (1974).
2. G. I. Rozovoskii, A. K. Misyavichyus, and A. Yu. Pro-
kopchik, Kinet. Katal. 16 (2), 402 (1975).
line] (r > 0.997, S ≤ 0.050) and [RuIII]/kc versus 1/[OH–]
3. W. G. Movius, Inorg. Chem. 12, 31 (1973).
RUSSIAN JOURNAL OF PHYSICAL CHEMISTRY Vol. 80 No. 7 2006