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doi.org/10.1002/chem.202100356
Chemistry—A European Journal
(À 11), ii) three negative bands of moderate intensity at 343
(À 44), 355 (À 39) and 389 nm (À 35), and iii) one strong positive
band at 435 nm (+197).
electronic π-conjugation between both fragments that is
expected to affect intensity of excitations within these
systems.[25] This is indeed supported by a substantial modifica-
tion of the ECD intensity found for some BP-D3-optimized
structures in which the boranil moiety strongly (and likely
exaggeratedly) bent towards terminal rings of the helicene (see
Supporting Information). Finally, the ECD signal around 325 nm
appears to be due to several excitations of sizable calculated
rotatory strengths (R) differing in sign that demonstrate mainly
a mixed helicene-/boranil-centered π-π* and helicene!boranil/
boranil!helicene CT character (e.g. excitations nos. 9 (+), 11
(+), and 12 (À ) calculated at ca. 328, 314, and 307 nm,
respectively); magnitudes of R for these excitations are clearly
dependent on a molecular structure leading to a cancellation of
their ECD intensity in the simulated spectrum for (P,Ra)-H2-I or
an appearance of a positive intensity in the case of, for example,
(P,Sa)-H2-II.
As can be seen in Figure 4, the simulated ECD spectrum for
the calculated lowest-energy structure (P,Ra,Ra)-H3-I (see Fig-
ure 3c and Table 2), agrees quite well with the experimental
data. In particular, it correctly reproduces a red-shift and
increase in intensity of the lowest-energy positive band along
with appearance of more negative intensity between ca. 400
and 280 nm that were observed in the experimental ECD
spectra of (P)-H3 vs. (P)-H2. Similarly to the mono-boranil H2, a
visible dependence of the bands intensity in the simulated ECD
spectra on the molecular structure of H3 was also noted, with
(Sa) axial chirality giving its clear signature in form of a positive
band centered around 325 nm (see Figure S2.5 and Figure 4d).
Since in the experiment a weakly intense positive band was
indeed observed in this spectral region, coexistence of various
structures of both (Ra) and (Sa) configurations in solution might
also be postulated for H3. The assignment of the H3 ECD
spectrum is qualitatively similar to that of H2. Namely,
predominantly boranil- and helicene-centered π–π* transitions
were found to be responsible for respectively lowest-energy
positive (ca. 430 nm) and highest-energy negative (ca. 240 nm)
bands present in the experimental spectrum (see excitations
nos. 1 and 46 calculated at ca. 420 nm and 245 nm), while the
negative ECD intensity appearing between ca. 400 and 280 nm
origin from helicene!boranil and boranil!helicene CT excita-
tions mixed with π-π* transitions within boranils and helicene
fragments (see e.g. excitations nos. 5, 8, 9, and 14 calculated
between around 380 and 330 nm). These latter excitations,
demonstrating sizable negative rotatory strength values, en-
hanced compared to H2 reflecting the presence of the second
boranil chromophore, lead to a very intense negative band in
the simulated spectrum that is strongly overestimated com-
pared with the experimental one likely due to similar reasons as
for H2 (vide supra). As in the case of H2, a sign of ECD intensity
around 325 nm for H3 appears to stem from a cancellation
((P,Ra,Ra)-H3-I) or enhancement ((P,Ra,Sa)-H3-II and (P,Sa,Sa)-H3-
VI) of intensity of the underlying excitations representing a
combination of mainly boranil- and helicene-centered π–π*
transitions.
The TD-DFT-simulated[22] (PBE0/SV(P) with a continuum
solvent model for CH2Cl2) ECD spectra for selected H2 and H3
diastereomeric structures are presented in Figure 4d; see also
Supporting Information for additional calculated data. ECD
spectral envelope obtained for the energetically most preferred
conformer (P,Ra)-H2-I, as indicated by DFT, (see Figure 3c and
Table 2), resembles the experimental ones but with “too
negative” intensity between ca. 375 and 300 nm. The corre-
sponding (P,Sa)-H2-II structure (of relatively low energy) demon-
strates very similar ECD spectrum but with a decreased intensity
of the first low-energy positive band and, more importantly,
with appearance of a positive band of moderate intensity
around 325 nm that matches well the second positive band
observed for this compound in the experiment. It is worth
mentioning that the spectral data obtained for other optimized
H2 geometries clearly confirm a high sensitivity of the ECD
intensity in the low- and medium-energy range to the rotamer
structure and particularly to its axial chirality (see Figure S2.4
and Figure 4d), with the (P,Sa) diastereoisomers emerging as
predominantly responsible for the positive ECD signal measured
at ca. 325 nm. This further supports the coexistence of various
H2 structures of both (Ra) and (Sa) axial chirality in solution
mixture also suggested based on the NMR studies (vide supra).
An analysis of the dominant excitations of the simulated spectra
of (P,Ra)-H2-I and (P,Sa)-H2-II conformers assigns the intense
negative ECD band centered at ca. 250 nm to excitations
involving predominantly, as expected, π-π* transitions within
the helicene moiety (e.g. excitation no. 29 calculated at
247 nm), although with additional small CT contributions
mostly of the boranil!helicene origin. The lowest-energy
positive band measured around 410 nm corresponds to the
HOMO-to-LUMO π–π* transitions centered mainly at the boranil
chromophore with noticeable involvement of helicene π-
orbitals electronically coupled with the boranil π-electron
system (excitation no. 1 calculated at ca. 410 nm). The decrease
in positive ECD intensity experimentally observed at around
350 nm for the (P)-H2 enantiomer appears to originate from
excitations representing a combination of predominantly bor-
anil!helicene CTs and helicene-centered π–π* transitions of
CT-like signature mixed with additional small contributions
from helicene!boranil CTs and π–π* transitions within the
boranil fragment (e.g. excitations nos. 6 and 7 calculated at ca.
345 and 336 nm, respectively). The overestimation of this
intensity drop observed in the computations (leading to the
appearance of the negative band in the calculated spectra) is
likely due to neglecting vibrational effects and/or disregarding
contributions from other less-energetic (equilibrium) conform-
ers. In the former matter, not only vibronic contributions (note
that indeed both UV-vis and ECD experimental spectra for all
the systems studied show vibronic fine structure),[23] but also
nonequilibrium structure effects,[24] might be crucial here to
ensure a satisfactory agreement of the simulated spectra with
experiments. In particular, we speculate that vibrational bend-
ing of the boranil-helicene bond can reduce/break the
Despite the similarities between the mono-boranil H2 and
bis-boranil H3 systems, a striking difference can be noted in
Chem. Eur. J. 2021, 27, 1–10
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