16
J. Kaizer et al. / Journal of Molecular Catalysis A: Chemical 236 (2005) 12–17
From Eqs. (2) and (3) a mean value of the kinetic constants
kphga of 0.05 M−1/2 s−1 and kba of 0.62 M−1 s−1, at 20 ◦C
were obtained, respectively. These values matches with the
most active Mn- and Cu-catalase model systems [20,44,45].
On the basis of the kinetic data the following mechanism
for the catalytic reaction steps can be proposed (Eqs. (4)–(6)):
carboxylate complexes as catalyst. The simplicity of the sys-
tem, easy preparation of the catalysts and applicability make
copper carboxylate catalyzed decomposition of H2O2 an at-
tractive, environmentally acceptable tool. On the basis of
kinetic data a plausible mechanism is proposed assuming
(hydroxo)copper(III) species as intermediate. However, ev-
idence for its presence is still missing. It is also notewor-
thy that (ketocarboxylato)copper complexes have a much
higher activity than the corresponding (carboxylato)copper
complexes. The rate dependence on the catalyst suggests that
the benzoato copper complex is mainly in the monomeric
form, while that of the ketocarboxylato complex exist in the
dimeric form with a small K1 value.
K1
CuI2I ꢁ 2CuII
(4)
(5)
k2
2CuII + H2O2 −→ 2CuIII OH
slow
k2
2CuIII OH + H2O2 −→ 2CuII + O2 + 2H2O
(6)
The dimeric copper carboxylate complexes dissociate to
monomeric copper species (Eq. (4)) in a fast pre-equilibrium.
The monomeric complexes react then in the rate-determining
step with H2O2 undergoing oxidative addition of the per-
oxide bond to CuII giving (hydroxo)copper(III) complexes.
These react then in a fast consecutive step with further H2O2
oxidative addition of H2O2 on Cu(II) may be supported by a
similar reaction of CuCl with dibenzoyl peroxide giving a sta-
ble Cu(III) complex of the structure of CuCl(PhCO2)2(py)2
[46]. In order to explain the difference in the concentration
dependence of the overall rate equation on the two cop-
per complexes we deduced the real rate expression for both
catalytic processes. By applying steady-state treatment for
d[CuII]/dt = 0 [47] in the case of Cu2(bpy)2(phga)4, rate equa-
tion (Eq. (7)) could be obtained.
Acknowledgment
We thank the Hungarian National Research Fund (OTKA
T 043414) for financial support of this work.
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1
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4. Conclusion
We report here a new catalytic method for the dispro-
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