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the anisotropy of the g tensor, when compared to the non-
bonded state. This is mainly reflected in the shift of the gx prin-
cipal value closer to the free electron ge (2.0023), since the g
tensor along x-axes coincides with the direction of the CꢀO
bonds participating in the formation of the hydrogen bond
(for more details, see Section S5 in the Supporting Informa-
tion).[70] This is apparent from the EPR spectra of reduced
models 12 and 13 (top panel, Figure 7c–d; for more informa-
tion, see Section S5 in the Supporting Information) where a
shift of the gx value for the Pyr-containing model 13·ꢀ indicates
HB formation in the SQ state.
of model 15 with free HBD). The photoreduction rate of the
cavitands was shown to increase as compared to model sys-
tems up to 109 sꢀ1 mꢀ1 for reference cavitands 5–6. These rates
are comparable to those at which electron transfer inside
active sites of photosynthetic biological systems takes place,
which was estimated to occur within the 107ꢀ109 sꢀ1 mꢀ1
range.[22,75] Interestingly, similar to the biological systems, the
distances between the two paramagnetic SQ sites inside 5–6
(10 ꢁ in the closed and 13 ꢁ in the open form)[10] were found
to correspond to the orders observed between the QA and QB
ubiquinone units in the reaction center (e.g. 17 ꢁ for Rhodo-
bacter sph.).[22,35,36,76] This geometry could facilitate dipole-
dipole interactions between the two radical anions and further
influence the electronic properties of the system. In accord-
ance with the impact of noncovalent interactions in biological
systems, multiple sites of weak noncovalent interactions can
lead to a more profound effect on the molecular machinery.[77]
A more direct evidence for HB can be obtained from
1H ENDOR spectra due to appearance of an additional hyper-
fine coupling (hfc) between the unpaired electrons and the
corresponding hydrogen nuclei.[22,35,43,44,60] This through-space
interaction of a predominantly dipolar nature is accessible only
1
in the solid state spectra. The Davies H ENDOR spectra of the
SQ radical anions of HBD-protected models 12 and 14 in
frozen solutions (Figure 7c; for more details, see Section S5 in
the Supporting Information) comprise signals arising from the
hfc of the skeletal protons of the backbone, which fall into the
jAj <4 MHz range (Figure 7c shows spectral singularities < ꢂ
2 MHz). However, the spectra of the models comprising free
Photoredox-controlled molecular actuation and gripping
The conformational switch upon redox interconversion of cavi-
tands containing HBD groups was suggested by DFT calcula-
tions (Figure 8, inset; for more details, refer to Section S8 in
the Supporting Information). The optimized geometry (DFT
B3LYP/6-31G(d))[10] of 2 in the oxidized Q state showed that
Pyr groups engage in competitive HB with the nitrogen atoms
of the proximal Qx walls in both conformations of the cavi-
tand. Reduction to the SQ state, however, altered the orienta-
tion of the Pyr groups towards the carbonyl groups as stronger
hydrogen bond acceptors (HBA), which ensured stabilization of
the closed conformation via HB. Conformational changes of re-
sorcin[4]arene cavitands are experimentally typically studied by
1H NMR spectroscopy.[12,17] The signals that are most indicative
of the conformational changes are the methine protons posi-
tioned underneath the walls, as their downfield shift from the
area between 3.5–4.5 ppm towards 5.5–6.5 ppm indicates for-
mation of the closed conformation.[12,17] 1H NMR spectra of Pyr-
containing cavitands 1 and 2 in CDCl3 at ambient temperatures
revealed the preference for the open form in the Q state for
both analogues, in accordance with their design (for more de-
tails, see Section S2 in the Supporting Information). NMR spec-
troscopy however could not be applied to studying the geom-
etry of the paramagnetic SQ intermediates, since the presence
of unpaired electrons leads to broadening and disappearance
of proton resonances.[10]
Cꢀ
Cꢀ
HBD groups, such as 13 (Figure 7d) and 15 (see Figure S62,
Section S5, Supporting Information) reveal additional contribu-
tions from the hfc with the HBD protons at jAj >4 MHz (Fig-
ure 7d shows spectral singularities in the ꢂ2–3 MHz range; for
more details, see Section S5 in the Supporting Information),
which confirm stabilization by weak intramolecular HB in the
Cꢀ
paramagnetic SQ state. Moreover, the ENDOR spectrum of 13
is orientation-selective and suggests that the geometry of the
HB is distorted when compared to the intermolecular HB com-
plexes of SQ with protic solvent molecules (e.g. water or alco-
hols),[66,70,71] as featuring the bridged proton out of the qui-
none ring plane (for details, see Section S5 in the Supporting
Information). This is in line with the DFT calculated model (Fig-
ure 7b) and similar to the ubiquinone in the bacterial RC.[72]
Finally, stabilization of the SQ states via HB also affected
photophysical properties of model compounds and the corre-
sponding cavitands.[73,74] This influence was reflected in the in-
crease of the corresponding rates of photoreduction as re-
vealed by Stern–Volmer analysis (for more details, see Sec-
tion S6.3 in the Supporting Information). Models carrying
strong HBD groups, such as 9, demonstrated rates as high as
the diffusion-controlled limit of the order of 1010 sꢀ1 mꢀ1.[73,74]
This rate was two orders of magnitude higher than the one
observed for model 7, where in absence of HBD groups photo-
reduction was found to take place at the rate of 6.7ꢂ
108 sꢀ1 mꢀ1. Other systems equipped with moderate HBD
groups were found to be photoreduced with the rates in the
order of 106 sꢀ1 mꢀ1, owing to the lowering of the reduction
potential upon substitution with heteroatom-containing aro-
matic rings or oxygen, which decreased the driving force for
photoreduction. Nevertheless, even the presence of weak HB,
as for Pyr or Pyz, increased this rate as compared to their un-
protected analogues approximately two times (e.g. from 1.3ꢂ
106 sꢀ1 mꢀ1 for N-protected model 14 to 3ꢂ106 sꢀ1 mꢀ1 in case
Alternatively, UV/Vis spectroelectrochemistry was demon-
strated to be a powerful method to assess the conformational
properties of resorcin[4]arene cavitands in the paramagnetic
SQ state.[10] This approach revealed that the conformational
changes are indicated by the Qx wall absorption between
300–350 nm, which was verified by the analysis of model
system 18 and reference systems 5 and 6. It was shown that a
~15–20 nm hypso-hypochromic shift of the absorbance in the
area between 300–350 nm accompanies the gripping motion,
1
which was confirmed by both H NMR (in the Q state) and EPR
spectroscopy (in the SQ state).[10] We therefore monitored the
conformational changes of Pyr-containing cavitands 1 and 2
Chem. Eur. J. 2017, 23, 1 – 11
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