Hydroxide and Aqua Complexes of Fe(II)-Protoheme
A R T I C L E S
Fe(II)PP(2MeIm-).4a,b The ligand deuteration in Fe(II)PP(OH-)
porphyrin is nearly planar with an expanded core corresponding
to Fe-N(pyrrole) distances of 2.06-2.09 Å.21
produces a downshift of 4 cm-1 for a specific band at 435 cm-1
.
The wavelengths of the absorption maxima of Fe(II)PP(OH-)2
(435, 557, and 591 nm) are close to those of bis-alkoxide and
bis-phenoxide complexes of ester derivatives of Fe(II)PP (427-
436, 558-565, and 593-595 nm).15a,22 These features are in
agreement with an HS state for the ferrous ion. The positions
of the absorption bands of the HS Fe(II)-porphyrins are sensitive
to the nature of the axial ligand(s) and the porphyrin substituents
as well as the structure and the environment of the Fe(II)-
porphyrin complex. In particular, the negatively charged ligands
produce red-shifted absorption spectra.15a,16 The data obtained
for Fe(II)PP(OH-) and Fe(II)PP(OH-)2 confirm this trend (Table
1). Nevertheless, the redshifts (2-5 nm) of the R, â, and Soret
bands of Fe(II)PP(OH-) relative to those of Fe(II)PP(OH-)2
(Table 1) can be interpreted in the frame of an out-of-plane
distortion of the porphyrin macrocycle for the monohydroxy
complex. This distortion is likely a moderate doming similar
to that observed for crystallized 5c HS ferrous complexes.16c,20
Redshifts of the absorption bands were recently established for
ruffled and saddled 6c LS Fe(II)-porphyrin complexes.23 This
study shows that a redshift of the absorption bands is also
operative when a planar HS Fe(II)-porphyrin becomes domed.
When the mass effect is localized on the oxygen atom of the
ligand (16OH- versus 18OH-), we observe a downshift of this
band by ca. 21 cm-1. Assuming an isolated Fe-OH harmonic
oscillator with Fe and OH as oscillating units and masses of
56, 17, 18, and 19 amu for Fe, 16OH, 16OD, and 18OH,
respectively, the theoretical shifts are -9.4 cm-1 for the 16OH
f
16OD substitution and -17.9 cm-1 for the 16OH f 18OH
substitution.19 The 435 cm-1 band is thus assigned to a mode
involving a stretching of the axial bond (ν(Fe(II)-OH-)) likely
coupled with a stretching of the Fe(II)-N(pyrrole) bonds. It is
interesting to note that the experimental sensitivity to ligand
deuteration of the 435 cm-1 band is weak (4 cm-1) when
compared to the theoretical shift (9.4 cm-1). This effect is
consistent with a bent geometry for the Fe(II)-O-H grouping.
Such a conformation in fact minors the mass effect of the
terminal proton or deuteron.19 The frequency of the ν(Fe(III)-
OH) mode of a 5c HS ferriporphyrin was determined at 541
cm-1 18d The 435 cm-1 frequency reflects a weaker Fe-OH
.
bond in Fe(II)PP(OH-) than that in the ferric complex. The
strong Fe(III)-OH bond observed for the ferric derivative is
likely related to its ionic character.
Dihydroxy Complex of Fe(II)PP. In aqueous ethanol
solution, the spectrophotometric titration of Fe(II)PP with
OH- confirms the formation of a dihydroxy complex, i.e.,
Fe(II)PP(OH-)2.7 The characterization of the Fe(II)PP(OH-) and
Fe(II)PP(OH-)2 complexes thus offers the possibility to compare
the spectroscopic properties of two ferrous HS complexes with
identical steric and electronic effects provided by the ligand
but differing in coordination geometry.
We have no X-ray data on mono- and bis-(OH-) complexes
of Fe(II)-porphyrins. However, the structures of several 5c and
6c HS Fe(II)-porphyrin complexes have been determined and
can be used as a reference for each compound. On one hand,
the single OH- binding to Fe(II)PP is expected to produce a
porphyrin with an out-of-plane displacement of the iron atom.
The most typical examples of this coordination geometry
concern the Fe(II)- porphyrin complexes axially coordinated by
an imidazole ring or an electronegative oxygen donor.16c,20 In
these 5c HS complexes, the Fe-N(pyrrole) bond lengths are in
the 2.09-2.11 Å range and the distance between the porphyrin
center and the N(pyrrole) atoms is 2.03-2.05 Å.16c,20 On the
other hand, the porphyrin structure of the Fe(II)PP(OH-)2
complex is expected to be similar to that of bis-alcohol or bis-
tetrahydrofuran complexes.17c,21 In these 6c HS complexes, the
The high-frequency region of RR spectra are essentially
identical for Fe(II)PP(OH-) and Fe(II)PP(OH-)2. In passing
from the mono- to the dihydroxy complex, small shifts (2-4
cm-1) are however detected for the skeletal ν2 mode as well as
for several vinyl modes. The frequency shifts of the vinyl modes
may have two origins. In the one hand, the different environ-
ments for the complex formation could induce different polar
effects and/or steric effets on the peripheral groups when the
porphyrin interacts with either the water and ethanol molecules
or the detergent micelle. On the other hand, the different
conformations of the porphyrin macrocycle (domed versus
planar) could change the electronic and kinematic coupling of
the vinyl groups with the adjacent pyrrole rings.
As far as the frequency shift of ν2 is concerned, it could be
assigned to the different conformations adopted by the macro-
cycle in Fe(II)PP(OH-) and Fe(II)PP(OH-)2. For 6c LS Fe-
(II)-porphyrins complexes, the ν2 frequency was found to be
sensitive to porphyrin ruffling but insensitive to porphyrin
saddling.23 The downshifted ν2 frequency observed for
Fe(II)PP(OH-) could be associated with the expected por-
phyrin doming induced by the binding of a single hydroxide
ligand. Considering that the same type of pyrrole movement
occurs in the saddled and domed conformations,24 a conclusion
(18) (a) Desbois, A.; Lutz, M.; Banerjee, R. Biochemistry 1979, 18, 1510-
1518. (b) Asher, S. A.; Schuster, T. M. Biochemistry 1979, 18, 5377-
5387. (c) Han, S.; Ching, Y. C.; Rousseau, D. L. Nature 1990, 348, 89-
90. (d) Reed, R. A.; Rodgers, K. R.; Kushmeider, K.; Spiro, T. G.; Su Y.
O. Inorg. Chem. 1990, 29, 2881-2883. (e) Rodgers, K. R.; Reed, R. A.;
Spiro, T. G. New J. Chem. 1992, 16, 533-536. (f) Boffi, A.; Das, T. K.;
della Longa, S.; Spagnuolo, C.; Rousseau, D. L. Biophys. J. 1999, 77,
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(22) Ainscough, E. W.; Addison, A. W.; Dolphin, D.; James, B. R. J. Am. Chem.
Soc. 1978, 100, 7585-7591.
(23) (a) Picaud, T.; Le Moigne, C.; Loock, B.; Momenteau, M.; Desbois, A. J.
Am. Chem. Soc. 2003, 125, 11616-11625. (b) Le Moigne, C.; Picaud, T.;
Boussac, A.; Loock, B.; Momenteau, M.; Desbois, A. Inorg. Chem. 2003,
42, 6081-6087.
(24) (a) The saddled and domed conformations produce pyrrole tilts about the
CR-CR axes. For these two types of porphyrin conformation, only the
direction of the tilts differs. The pyrrole rings of the saddled porphyrins
are displaced, alternatively, above and below the mean plane of the core.
Upon doming, the direction of the tilt is the same for the four pyrroles.
The sensitivities of the ν2, ν3, ν10 frequencies upon porphyrin ruffling were
related to the twisting of the methine bridges.21b,c Doming and saddling
change the Fe-N(pyrrole) bond lengths without any twisting of the CR-
Cm-CR bonds. (b) Shelnutt, J. A.; Medforth, C. J.; Berber, M. D.; Barkigia,
K.; Smith, K. M. J. Am. Chem. Soc. 1991, 113, 4077-4087. (c) Jentzen,
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Marchon, J.-C.; Takeuchi, T.; Goddard, W. A., III; Shelnutt, J. A. J. Am.
Chem. Soc. 1995, 117, 11085-11097.
(19) (a) Lechner, F. Monatsh. Chem. 1932, 61, 385-396. (b) Cross, P. C.; Van
Vleck, J. H. J. Chem. Phys. 1933, 1, 350-356. (c) Wilson, E. B., Jr. J.
Chem. Phys. 1939, 7, 1047-1052.
(20) (a) Jameson, G. B.; Molinaro, F. S.; Ibers, J. A.; Collman, J. P.; Brauman,
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