Communications
Figure 1. Molecular structure of 1. Selected bond lengths [] and
angles [8] (calculated values at the BP86/def2-SVP level are given in
italics): B1-C1 1.526(2) (1.595), B1-C4 1.539(2) (1.595), C1-C2 1.428(2)
Figure 2. Molecular structure of 2. Only one molecule of the asymmet-
ric unit is shown for clarity. Selected bond lengths [] and angles [8]
(
1.380), C2-C3 1.470(2) (1.533), C3-C4 1.426(2) (1.380); C1-B1-C4
05.4(1) (105.2), B1-C1-C2 107.5(1) (106.1), C1-C2-C3 109.9(1)
111.3), C2-C3-C4 109.8(1) (111.3), C3-C4-B1 107.3(1) (106.1).
(calculated values at the BP86/def2-SVP level are given in italics): B1-
1
(
C1 1.597(3) (1.600), B1-C4 1.582(3) (1.599), C1-C2 1.358(3) (1.379),
C2-C3 1.518(3) (1.525), C3-C4 1.353(3) (1.381), Fe1-CCp 2.021(2)–
2.068(2) (2.040–2.072), Fe1-B1 2.664 (2.825); C1-B1-C4 103.6(2)
(
104.5), B1-C1-C2 106.4(2) (106.5), C1-C2-C3 111.8(2) (111.2), C2-C3-
pronounced than predicted by theoretical calculations on the
C4 110.5(2) (111.4), C3-C4-B1 107.8(2) (106.3).
[
9]
parent compound and on 1.The B ꢀC bond lengths [between
1
.516(2) and 1.539(2) (1.595) ] are significantly shortened
with respect to the typical value of a boron–carbon single
typical boron–carbon single bond (1.61 ). Additionally, the
carbon–carbon bond lengths [C1ꢀC2: 1.358(3) (1.379) ; C3ꢀ
C4: 1.353(3) (1.381) ; C2ꢀC3: 1.518(3) (1.525) ] deviate
bond (1.61 ). However, the lengths for the C1ꢀC2 [1.428(2)
(
1.380) ] and C3ꢀC4 bonds [1.426(2) (1.380) ] are signifi-
cantly elongated compared to the expected value of a carbon–
carbon double bond (1.32 ), but strongly resemble those
found in delocalized ring systems (1.40 ). Additionally, the
formal carbon–carbon single bond [C2ꢀC3 1.470(2)
substantially from the corresponding values for 1.Whereas
the first two bonds are only slightly longer than a typical CꢀC
double bond (1.32 ), the values for the latter bond lie
3
between those of a single bond between sp -hybridized
(
1.533) ] is somewhat shorter than an isolated single bond
carbon atoms (1.54 ) and a single bond between uncon-
2
2
(
1.54 ) or a single bond between unconjugated sp -hybri-
jugated sp -hybridized carbon atoms (1.49 ). Similiar bond
dized carbon atoms (1.49 ). The experimental values for the
lengths have been observed in cis,cis-1,2,3,4-tetraphenylbuta-
[
19]
bond lengths suggest a significant p –p* conjugation between
1,3-diene (1.356 and 1.484 ); thus, the bonding situation is
best described as an isolated diene system that is bridged by a
boron center.
p
2
the unsaturated sp -hybridized boron center and the carbon
backbone, which is surprising because the borole is an
antiaromatic species with four p electrons.Investigations on
the spin multiplicity of 1 by variable-temperature NMR and
ESR spectroscopy, as well as magnetic SQUID measure-
ments, revealed no evidence for paramagnetic contributions
and, consequently, a significant population of a triplet state
can be excluded.
We calculated the geometries of 1 and 2 in the singlet state
at the BP86/def2-SVP level to analyze the structures and
[
20]
bonding situation of the molecules. Relevant geometrical
data are given in the captions to Figures 1 and 2.The most
striking aspect of the data for 1 is the large difference between
the theoretical and experimental values for the bond lengths
in the borole ring.The calculations give much longer C ꢀB
The antiaromaticity in borole systems is manifested by the
high Lewis acidity of the boron center that has enabled, for
instance, the application of borole derivatives as potent Lewis
bonds (1.595 ) than the experiment (1.526–1.539 ), and the
theoretical CꢀC bond alternations are much more pro-
[
15]
acids in the polymerization of ethylene. Here, the Lewis
acidity of the boron center is convincingly demonstrated by
nounced (1.380 for the short bonds and 1.533 for the
long bonds) than experimentally determined (1.426–1.428
for the short bonds and 1.470 for the long bonds). We
optimized the geometry of 1 using B3LYP/def2-SVP and RI-
MP2/def2-SVP to check whether the discrepancy comes from
a failure of the BP86 method.However, all three methods
[
12,16]
the solid-state structure of ferrocenylborole (2, Figure 2),
which allows for the direct observation of a strong FeꢀB
interaction.The pronounced bending of the boryl ligand
towards the iron center with a dip angle a* = 29.4 (23.2)8 is
significantly increased in comparison to other ferrocenylbor-
[
21]
gave very similar bond lengths for the borole ring. We also
optimized 1 in the triplet state.The calculated geometry at the
BP86/def2-SVP level indicates stronger conjugation in the
borole ring, and the calculated bond lengths (B1ꢀC1/C4:
1.595 ; C1ꢀC2: 1.459 ; C2ꢀC3: 1.431 ) appear to be in
[17]
anes.
As a consequence of this interaction, the p –p*
p
conjugation in the borole subunit is at least partially
interrupted in comparison to 1.Hence, the antiaromatic
character of 2 seems to be less pronounced, which is further
[
11,18]
confirmed by UV/Vis spectroscopy.
These findings are
better agreement with experiment than the theoretical values
for the singlet state.However, the calculations predict the
opposite order for the CꢀC bond lengths, that is, C1ꢀC2 >
C2ꢀC3 while the experimental data shown in Figure 1 give
C1ꢀC2 < C2ꢀC3.Moreover, the triplet state of 1 at the BP86/
also supported by the bond lengths within the BC4 five-
membered ring.The B ꢀC bond lengths [B1ꢀC4: 1.582(3)
(
1.599) ; B1ꢀC1: 1.597(3) (1.600) ] are notably elongated
compared to those found in 1 and equal to the value of a
1
952
ꢀ 2008 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim
Angew. Chem. Int. Ed. 2008, 47, 1951 –1954