EFFECT OF OCTABROMO SUBSTITUTION
977
spectrophotometry. The results of the present work
point show that the formation of manganese(III)
complexes is strongly affected by functional substitu-
tion in the octaphenyltetraazaporphyrin ligand. The
formation of complex III is characterized by a very
high activation energy. Octabromo substitution in the
macrocyclic ligand reduces the activation energy
almost three times, probably, owing to a weaker
stabilization of the amine complex. The latter effect
is associated with weakened electron-donor power of
meso-nitrogen atoms in porphyrin II as compared to
porphyrin I and with facilitated ionization of hydro-
gen atoms in the coordination center of compound II
( I effect of bromine atoms). It is probable that the
+C effect of bromine atoms, that also would be ex-
pected, does not appear, since phenyl rings deviate
from the mean macroring plane, as follows from the
MM+-optimized geometry of molecules I IV, where
the angles between the phenyl and macroring planes
are 35 .
The bromine atoms in phenyl rings of complex IV
show the I effect. The +C effect of brome on Mn N
bonds is prevented by a significant torsion of phenyl
rings relative to the macroring plane. Such electronic
effects should render the Mn N bonds in complex IV
weaker compared to complex III. At the same time,
owing to the mutual ligand effect, strengthening of
the axial Mn Cl bond in complex IV would be ex-
pected. The strengthening of the bond between the
manganese atom and the axial chlorine atom as a
result of the octabromo substitution under considera-
tion is attested by changes in the positions of absorp-
tion maxima of complex IV compared to complex III:
the bathochromic shift of the long-wave band from
665 to 668 nm and the opposite shift of the band in
the near UV region (from 413 to 411 nm) [7]. A multi-
stage mechanism of dissociation of manganese(III)
and manganese(V) complexes with octaphenyltetra-
azaporphyrin (I) in concentrated sulfuric acid has been
proposed in [2]. According to this mechanism, the
overall reaction rate is determined by the stage of
dissociation of the acido complex into the inorganic
Complexes of azaporphyrins with d metals are
stable in solutions and decompose only under the
action of acids [4]. In acidic media, meso-nitrogen
atoms can interact with proton-donor species [2, 6].
As found by spectrophotometry [2], in strongly acidic
solutions, complex III is protonated by two meso-
nitrogen atoms and dissociates at a measurable rate in
concentrated sulfuric acid at room temperature. Dis-
sociation of the complex is accompanied by destruc-
tion of the macrocycle. The electronic absorption
spectrum of bromine derivative IV in concentrated
sulfuric acid at 306 328 K changes similarly to the
spectrum of its bromine-free analog III (Fig. 2). The
dissociation rate of complexes III and IV in 17.4
18.6 M H2SO4 is independent of acid concentration.
The kinetic equation takes form (3).
n
anion X and the octaphenyltetraazaporphyrinman-
ganese cation. After the slow acido ligand dissociation
stage fast dissociation of the complex by Mn N bonds
and destruction of the macroring occur. The enhanced
stability of bromine-substituted complex IV than un-
substituted complex III provides evidence for this
mechanism.
Reactions of axial coordination of metal porphyrins
are of special importance and in many respects
determine properties of macrocyclic complexes [8].
Manganese porphyrins have a unique property:
manganese(II) and manganese(III) complexes can
enter reactions with nitridomanganese(V) porphyrins,
involving complete intermolecular transfer of the
nitride nitrogen atom uncomplicated by side reactions
[9 11]. The transfer of the nitrogen atom from nitrido-
(tetraphenylporphyrin)manganese(V) (V) to man-
ganese(III) octaphenyltetraazaporphyrins is irrever-
sible [12, 13], which is caused by stronger -acceptor
properties of the tetraazaporphyrin macroring com-
pared to the porphyrin ring. Changes in the electronic
absorption spectra in the course of the reaction of
complexes IV and V [reaction (4)] in chloroform are
shown in Fig. 3.
dis
dc(Cl)MnP/d = k c(Cl)MnP
.
(3)
ap
Here c(Cl)MnP is the concentration of complex III or
IV, , time, and kadpis, apparent dissociation rate of the
complex.
dis
According to [2], the average k
values for
ap
4
complex III are (1.14 0.05) 10 , (2.9
0.2)
4
4
1
10 , and (7.6 0.2) 10
s
at 288, 298, and 308 K,
respectively. The apparent activation energy E is 70
1
2 kJ mol , and the activation entropy S is 83.5
1
dis
ap
6 J mol 1 K . The k
values for complex IV are
(N)MnVTPP + (Cl)MnVP
(Cl)MnIIITPP. (4)
4
4
(3.1 0.2) 10 , (5.9 0.4) 10 , and (12.6 0.9)
10 at 308, 318, and 328 K. The k at 298 K extra-
4
dis
ap
dis
Here TPP is tetraphenylporphyrin and P, dianion of
octaphenyltetraazaporphyrin or of its octabromo
derivative.
polated from the dependence log k 1/T is (1.4
ap
4
1
1
0.1) 10 s ; E and
S
are 59 7 kJ mol and
128 22 J mol 1 K , respectively. Thus, octabromo
substitution slightly slows down destruction of
manganese(III) octaphenyltetraazaporphyrin.
1
The rate constants of reaction (4) determined by a
second-order kinetic equation (5) are much higher for
RUSSIAN JOURNAL OF GENERAL CHEMISTRY Vol. 75 No. 6 2005