Angewandte
Chemie
Figure 1. ORTEP representation of 1 with thermal ellipsoids set at
50% probability. Solvents and hydrogen atoms are omitted for clarify.
Figure 3. Contour plot of the field-swept 2D nutation spectra of 1
(T=3.8 K, nMW =9.65684 GHz); see text for details.
p
p
p
benzene ring, as reported by C. Klein et al.[9,10] The NO
groups of 1 point away from the cavity due to the ortho-
methyl substituents. The four dihedral angles between the
benzene ring and the C-N-O plane of the (CH3)3CNO unit are
73.51, 87.39, 68.52, and 89.738, respectively. The distance
between the oxygen atoms in the nitroxide radical moieties
ranges from 10.38 to 11.43 . Thus, in this macrocyclic system,
unwanted robust through-space exchange interactions are
reasonably suppressed.
being consistent with w1: 2w1: 3w1:2w1: 6w1, as the corre-
sponding theoretical values according to the Equation (S1)
given in Supporting Information. The theoretical frequencies
2w1 and 6w1 correspond to the allowed transitions for the
quintet high-spin state. The signals of the other frequencies
p
p
p
with 3w1, 2w1, and w1 show that partially nitroxide-
deficient radicals, that is, tri, di, and mono radicals, were
identified as minorities in the sample (Table S1 in the
Supporting Information). In Figure 2, the cw-ESR spectrum
is compared with a simulated spectrum. Based on the spectral
transition assignments from the 2D-nutation spectra, it is
confirmed that more than three open-shell species contribute
to the experimentally observed spectrum. As shown in the
Supporting Information, Figure S4, the cw-ESR spectrum is
well explained by the superposition of both S = 2and S = 3/2
species whose transitions were dominantly observed in the
ESTN spectra (Supporting Information, Figure S3). The
results of the 2D-ESTN spectroscopy consistently demon-
strate that the mono and di radicals are minor species. It
should be noticed that the nutation signals arising from the
quintet state are observed at 3.8 K, showing the quintet state
is in the ground state or nearly degenerate with singlet ground
states. Other thermally accessible intermediate spin states
(S = 1) from 1 were not detected up to 20 K.[12]
The fine-structure parameters and g-values for the quintet
species (S = 2) derived from the spectral simulation method
are: j D j= 0.0014 cmꢁ1, j E j= 0.00017 cmꢁ1, gxx = 2.0062,
gyy = 2.0062, and gzz = 2.0056. To consider the molecular
structure of 1 in the rigid glass, D-value calculations using
the point dipole–dipole approximation were performed based
on a four-spin cluster model.[11] There are other possible
orientations of the NO moieties in the rigid glass in addition
to those in the crystal structure of 1. Considering distortion
from the macrocyclic skeleton of the crystal structure of 1, the
most reasonable and probable fine-structure parameters have
been calculated to be D = ꢁ0.00140 cmꢁ1 and j E j=
0.00014 cmꢁ1. The corresponding structure is as follows; the
three NO sites are inside the cavity and the remaining one
outside as shown in the Supporting Information, Figure S5.
The structure obtained for tetraradical 1 in the rigid glass is
different from the one determined by the X-ray analysis, as
given in Figure 1. Another dominant species identified is the
triradical molecule. The fine-structure parameters of trirad-
ical were determined by the spectral simulation method:[13]
Rigid-glass cw-ESR spectra of 1 in the DMS = ꢀ 1 and ꢀ 2
regions are shown in Figure 2. The signal of DMS = ꢀ 2is very
Figure 2. cw-ESR spectra of 1 observed at liquid helium temperatur-
es (upper traces). a) Forbidden transitions of DMs =ꢀ2 (T=2.7 K,
nMW =9.49407 GHz). b) Allowed transitions of DMs =ꢀ1 (T=3.4 K,
nMW =9.49409 GHz). The lower traces show simulated spectra gener-
ated by the superposition of both the spectrum arising from the
quintet and the one from the quartet species.
weak, and the forbidden transitions of neither DMS = ꢀ 3 nor
ꢀ 4 were observed, indicating that these transition probabil-
ities are extremely small as a result of a small D-value of the
high-spin states from 1. The probabilities of the forbidden
transitions were confirmed by the hybrid eigenfield method.
The ESR spectra were simulated with the help of exper-
imental results of the 2D-ESTN measurements described
below.
To identify the spin multiplicity of 1 in a straightforward
manner, two-dimensional field-swept 2D-ESTN spectroscopy
was applied to the rigid-glass sample (Figure 3). An echo-
detected field-swept fine-structure spectrum is given on the
right hand side in Figure 3. From the 2D-ESTN spectra, five
nutation frequency components, 16.9, 22.8, 26.8, 32.0, and
39.8 MHz are discriminated. They are denoted by a, b, c, d,
and e, respectively, as given in Figure 3. The relative ratios of
the observed frequency components are 1:1.35:1.59:1.89:2.36,
Angew. Chem. Int. Ed. 2008, 47, 3988 –3990
ꢀ 2008 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim