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CD2Cl2. The Keq can be tuned to range from < 0.02 (lowest
limit of NMR detection) to 1.17, as a result of the hydrogen-
bonding and/or ion-pairing effects. The largest Keq was
observed for the least coordinating BArF À, while for halide
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counteranions only the iridium(I) NHC complexes were
observed in the 1H NMR spectra. More coordinating or
interfering anions help to stabilize the carbene complexes
likely through NH···X interactions.[17] DFT studies further
revealed that the conversion of 5a-Cl to the hypothetical 6a-
Cl is endergonic by 8.3 kcalmolÀ1, consistent with the
unidirectional formation of complex 5a-Cl in experiments.
Counteranion effects have been reported in catalysts; switch-
ing counteranions can change the catalytic activity or lead to
different selectivity as in [Au(PR3)X]-catalyzed (X = OTf or
OTs) cyclization reactions.[18] However, well-characterized
counteranion effects in carbene complexes are rare.[17,19]
Solvents are also shown to strongly influence the equilib-
rium between 5a-BArF and 6a-BArF . In solvents that are
Figure 2. X-ray crystal structure of 5b-Cl shown with 50% thermal
ellipsoids.
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Cl–5e-Cl might migrate to the iridium to yield rather common
18-electron iridium(III) hydride aryl complexes if the H···Cl
hydrogen bond is properly disrupted. Indeed, a hydride
species was observed by 1H NMR spectroscopy when
potentially hydrogen-bonding acceptors such as CD3CN,
[D6]acetone, [D8]THF, and [D4]MeOH, only 5a-BArF was
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observed in the 1H NMR spectra, and these solvents serve to
“lock” the NH species by means of hydrogen bonding.
Changing the solvent from CD2Cl2 to CDCl3 resulted in an
increase of the Keq from 1.17 to 2.80. This is probably because
of the enhanced acidity of CDCl3 such that it acts as a weak
proton donor[20] and can stabilize the pyridyl N atom in 6a-
NaBArF (equimolar) was added to a CD2Cl2 solution of 5a-
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Cl, to give an equilibrium system between 5a-BArF and 6a-
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BArF (Scheme 2). The same equilibrium mixture can be
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alternatively synthesized from the reaction of [Ir(cod)-
(PPh3)Cl], 1,9-phenanthroline, and NaBArF (equimolar) in
BArF . However, the difference in solvent polarity might be
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CD2Cl2 by a C–H activation approach (Scheme 2). The
also responsible. We also noted that addition of D2O or
equilibrium constant Keq was determined to be 1.17
CD3OD to an equilibrium mixture of 5a-BArF4 and 6a-BArF
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(DG298 = À0.09 kcalmolÀ1) for the conversion of 5a-BArF to
in CD2Cl2 caused the disappearance of both the NH and the
IrH signals in the 1H NMR spectrum, indicative of the
exchange between labile NH, OD, and IrH protons/deute-
riums.
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6a-BArF (CD2Cl2), and the DH was estimated to be
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À1.3 kcalmolÀ1 based on a van’t Hoff plot (À10 to 378C).
The hydride of 6a-BArF resonates characteristically at
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d(1H) = À13.58 ppm (d, 2JHP = 10.8 Hz, À508C) in CD2Cl2.
In addition, the Ir–Caryl carbon resonates as a doublet
(d(13C) = 161.6 ppm, 2JPC = 10.2 Hz) in the 13C{1H} NMR
spectrum. These small coupling constants suggest that both
the hydride and the Caryl are cis to the phosphine ligand.
The electronic effects of isosteric phosphines can further
tune this equilibrium (CD2Cl2), where a more donating
phosphine ligand leads to a larger Keq (Table 2). This trend
Table 2: The electronic effects of isosteric phosphine ligands on the
Although the structure of 6a-BArF could not be elucidated
equilibrium between BArF complexes in Scheme 2.
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unambiguously, DFT was employed to further support this
proposed structure. The calculated DG298 value of À0.8 kcal
molÀ1 (CH2Cl2) between 5a+ and 6a+ agrees well with the
experimental value (À0.09 kcalmolÀ1), while the calculated
free energy (298 K, CH2Cl2) of other possible cationic cis
hydride phosphine complexes is at least 6.8 kcalmolÀ1 higher
than that of 5a+ (see the Supporting Information). The
6a+/5a+
6c+/5c+
6d+/5d+
6e+/5e+
Keq
1.17
2.73
5.61
4.57
0.37
1.03
0.074
À1.2
+
pKa of HPAr3
essentially non-coordinating nature of BArF À should provide
is expected for this formal IrI to IrIII oxidation process, and a
metal in a higher oxidation state is stabilized by an electron-
rich phosphine. Quantitative analyses indicate that the lnKeq
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the best scenario for DFT modeling where the anion is
ignored.
[21]
Pronounced counteranion effects (Table 1) have been
observed for the equilibra between PPh3 complexes 5a-X and
correlates well (R2 = 0.999) with the pKa of the phosphine
and with the sp value of the para substituent in substituted
triphenylphosphines (see Table 2 and the Supporting Infor-
mation). Thus the basicity of the phosphine affects the DG of
this equilibrium by imparting its electron density directly to
the metal. To obtain the unidirectional formation of the
iridium(III) hydride product, a more electron-rich phosphine
6a-X (XÀ = BArF À, PF6À, BF4À, IÀ, carboraneÀ, and ClÀ) in
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Table 1: Effects of the counteranion on the equilibrium [5a-X Q 6a-X].
BArF
Carborane
(CB11H12)
PF6
BF4
Cl or I
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is necessary. Thus hydride complex 7-BArF was obtained as
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the only isomer in CD2Cl2 from equimolar 1,9-phenanthro-
Keq
1.17
0.82
0.30
0.15
<0.02
line, [Ir(cod)(PEt3)Cl], and NaBArF [Eq. (1)]. Here the
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914
ꢀ 2010 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim
Angew. Chem. Int. Ed. 2010, 49, 912 –917