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H. Lebel et al. / Journal of Organometallic Chemistry 693 (2008) 2645–2648
the ligand as a peroxo with reversible binding properties. Subse-
quently, there were some doubts about the value of 1.30 Å for the
O–O bond length [10], as other closely related compounds showed
values between ꢁ1.4 and 1.5 Å [7]. To establish the correct value
of the O–O bond length, we then decided to re-investigate in details
the crystal structure of 1.
geometrical data between the previous study and ours is presented
in Table 1.
The obtained geometrical data is identical between the two
studies (in the limit of their accuracy), with the notable exception
of the O3–Ir–O4 bond angle and the O3–O4 bond distance of
1.465(4) Å, which is significantly longer than the 1.30 0.03 Å re-
ported previously. The longer bond distance found here agrees
more closely with a description of the dioxygen ligand as O22ꢀ, in
agreement with the obtained IR data. The O–O distance of the closely
related complex (EtPh2P)2Ir(O2)Cl(CO) was reported to be 1.469 Å
[16], also in good agreement with the value found here. An attempt
to simulate the conditions of the earlier study (restriction to reflec-
2.2. Complex synthesis
Complex 1 was prepared from a reaction between Vaska’s com-
plex and oxygen in THF and was isolated as light orange, air-stable
crystals. In the FT-IR spectrum, an m(O–O) stretching frequency was
observed as a band of medium intensity at 856 cmꢀ1, in good
agreement with values previously reported for this complex
(855 cmꢀ1 and 854 cmꢀ1, respectively) [9,11] and comparable to
tions with h < 18° and I > 2r(I), isotropic refinement) did not influ-
ence the O–O bond distance. While the better agreement with
comparable compounds and spectroscopic results, as well as the
higher amount and the better quality of the collected data, make
us confident in the structural values determined, we were curious
about the reasons for the mismatch with the older study, which
seemed to be of sufficient quality.
those observed for (Ph3P)2Ir(O2)I(CO) (862 cmꢀ1) [12] and (
l-
dppp)2{IrCl(CO)}2(O2) (843 cmꢀ1
) [13]. The difference in the
m
(CO) stretching frequency between Vaska’s complex and 1 is
47 cmꢀ1 (1949 and 1996 cmꢀ1, respectively), in good agreement
with the literature [14]. Finally, the 31P NMR spectrum shows
2 equiv. PPh3 ligands, which give rise to a singlet resonance at d
5.34.
We have considered several systematical errors in X-ray diffrac-
tion studies, which might cause a shortening of observed bond
lengths, notably the effects of libration, disorder and decomposi-
tion. Libration effects have been reported previously to be respon-
sible for artificially short O–O bond lengths [17]. Room
temperature diffraction studies of 1, however, both with Mo radi-
ation (as used in the original study) and with Cu radiation, did not
yield structural data different from our low temperature results
(Table 1, entries 3 and 4). Insufficiently described disorder in a
molecule was another explanation offered for incorrect O–O dis-
tances [18]. Although an influence of the Cl/CO disorder on the
positioning of the dioxygen ligand in 1 is imaginable, careful
inspection of the thermal displacement parameters obtained in
the low temperature study tends to disprove this theory. Size
and orientation of the thermal displacement parameters of the
O3 and O4 atoms (Ueq = 0.034 and 0.044 Å2, respectively) do not
indicate any pronounced disorder of these atoms, when compared
to the rest of the molecule (cf. 0.03–0.05 Å2 for CPh, 0.02 Å2 for P).
Nolte et al. found that decomposition of a single crystal of
[(dppe)2Ir(O2)][PF6] caused an apparent change in the O–O bond
length; in their case an elongation from 1.52 to 1.74 Å [10]. While
we did not conduct any decomposition studies, we reinvestigated
the same crystal after several days of storage at ambient tempera-
tures (entry 5). The data was of general lower quality, and the O–O
bond length increased to 1.76 Å. While decomposition has thus
clearly an influence on the O–O bond length, it does not provide
an explanation for the shortened bond length observed in the pre-
vious study. There is no indication that the longer bond length ob-
served here might be due to crystal decomposition.
2.3. Crystal structure determinations
As described previously [8] 1 crystallized in the triclinic space
ꢀ
group P1. An X-ray diffraction study at 150 K showed a trigonal
bipyramidal coordination of the iridium atom (Fig. 1). As observed
for Vaska’s complex [15] and in agreement with the previous
study, the chloride and carbon monoxide ligands were found to
be disordered [8]. The Ir–C–O bond angles of 173° and 174° are
comparable to those observed in Vaska’s complex (175°), where a
similar CO/Cl disorder was observed. A comparison of selected
2.4. Conclusion
While the discrepancies between the two studies cannot be ex-
plained without access to the original crystals, the low tempera-
ture used in this study, the higher number and the better quality
of the obtained reflection data, its improved agreement values
and internal consistency, the identical data obtained from three
independent crystals (not provided in Table 1) and the better
agreement with literature data of comparable compounds, all ar-
gue that the data presented here is a better description of the
structural reality. With the correction of the values for the O–O dis-
tance in 1 (1.30 Å corrected to 1.47 Å) and in [(dppe)2Ir(O2)][PF6]
(1.74 Å corrected to 1.52 Å) [10], O–O distances in Ir(g
2-O2) com-
plexes now range from 1.43 to 1.53 Å (based on 12 structures with
an accuracy better than 0.05 Å), which confirms the statement
made by Vaska in 1976 that ‘‘coordinated O2 shows, or at least
Fig. 1. Molecular structure of complex 1. Hydrogen atoms have been omitted for
clarity. Displacement ellipsoids are drawn at the 50% probability level.