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−
1
leading to the following solvatochromic negative slopes:
with n = 19, r = 0.967, and sd =70 cm .
The TICT solvatochromism of BA, however, follows eq 2:
−
3332 ± 35 for BA (Figure 12), −1643 ± 58 for BC
Figure 13), −7300 ± 447 for BAC (Figure 14), and
2207 ± 48 for C9A (Figure 15).
(
−
̃
ν = −(2308 ± 964)SP − (6560 ± 848)SdP
b
−
+
(1211 ± 363)SA + (951 ± 361)SB
(29090 ± 980)
The data values given in (iv) and (v) foster the existence of
an excited-state relaxation process, implemented in the analysis
of the spectral informations observed, which involves a
significant loss of vibronic structure of the emission bands of
the four compounds studied, in which the basic chromophores
anthracene, carbazole, and acridine are coupled to give the
respective biaryl molecular structure. These results confirm the
(2)
−1
with n = 22, r = 0.925, and sd =302 cm .
Equations 1 and 2 allow us to discount those solute/solvent
interactions which are distinct from solute/solvent dipolarity
interactions. Therefore, the normal emission solvatochromism
for each solvent appears to be equal to (ν + 1782 × SP),
whereas the TICT solvatochromism yields (ν + 2308 × SP +
b
1211 × SA − 951 × SB), thus enabling us to plot these
solvatochromic variations against the corresponding SdP values
of these solvents, as shown in Figure 16. By comparing Figure
34,35
conclusions drawn from femtosecond pulse studies,
which
̃
a
̃
read as follows: “... in nonpolar solvents, the original mutually
orthogonal anthracenyl units relax by torsional motions to a
twist angle of about 70°, and the emitting state does not involve
appreciable CT character”.
The solvatochromic slopes m of the TICT process for the
three symmetrical 9,9′-biaryl compounds BA, BC, and BAC are
quite different from each other; however, they follow a linear
relationship with the difference of the redox potentials (ΔE =
ox
red
ox
E
D
− E , with E = oxidation potential of the electron
A
D
red
donor, and EA = reduction potential of the electron acceptor)
for the electron donor/acceptor chromophores involved (Table
3
±
in ref 28), with the following correlation equation: m = (4697
ox
red
456)·(ED − E ) − 19483 (with n = 3, r = 0.9953, and a
A
standard deviation of sd = 397). The unsymmetrical 9,9′-biaryl
compound C9A does not follow this equation because of its
dipolar character, which is essential for the TICT mechanism,
and that distinguishes its behavior from that of the other three
9
,9′-biaryl compounds which are apolar.
At this point it should be emphasized that the results reached
in this work on changing the temperature from 345 to 77 K of a
biaryl solution in 1-chlorobutane (with the corresponding
variation in medium dipolarity) are physically consistent with
those obtained for biaryl solutions in pure solvents of different
dipolarity at a constant temperature of 298 K. To prove this,
the solvatochromism of BA and C9A (both measured in a wide
Figure 16. Bilinear correlation between the emission wavenumbers of
BA, measured at 298 K and corrected as described in the text, and the
solvent dipolarity parameter SdP.
3
0
25
range of pure solvents at 298 K ) has been checked, taking
into account that BA shows a clear-cut bilinear behavior
1
2 (observed for 1-chlorobutane at different temperatues) with
Figure 16 (obtained for different solvents at 298 K), one can
draw the conclusion that both analyses are consistent, both
showing a bilinear solvatochromic behavior of BA as the solvent
dipolarity changes.
(
Figure 12) and, on the other hand, C9A a linear
solvatochromic behavior (Figure 15).
Among the 60 solvents employed to study the normal
solvatochromism of BA (the so-called a emission in ref 25), we
have chosen 19 solvents with solvent dipolarity values SdP
lower than 0.4 (i.e., perfluoro-n-hexane, 2-methylbutane, n-
pentane, n-hexane, n-heptane, cyclohexane, methylcyclohexane,
n-hexadecane, cis-decalin, triethylamine, p-xylene, o-xylene, tri-
n-butylamine, di-n-butyl ether, toluene, benzene, tetralin,
diethyl ether, and 1,4-dioxane). To describe the TICT
solvatochromism of BA (the so-called b emission in ref 25),
In addition, it should be mentioned that eqs 1 and 2 indicate
that (i) the polarizability influence on the emission from the
TICT excited structure of BA is significantly larger than that on
the emission from the normal excited structure of BA,
according to −2308 ± 964 (eq 2) vs 1782 ± 167 (eq 1),
respectively, and (ii) the dipolarity influence on the TICT
emission (at 298 K) is about 10 times larger than that of the
normal emission, according to −6560 ± 848 (eq 2) vs −651 ±
2
2 solvents with SdP values larger than 0.7 have been selected
1
39 (at 298 K; eq 1) or −770 ± 41 (by changing the
(
i.e., tert-butanol, 1-propanol, 2-propanol, ethanol, methanol,
temperature of a BA solution in 1-chlorobutane; Figure 12),
and about twice than that of the TICT emission recorded by
changing the temperature of a BA solution in 1-chlorobutane,
corresponding to −3332 ± 35 (Figure 12).
The solvatochromic analysis of the C9A emission, measured
in 55 solvents (i.e., 41 solvents as used for the analysis of the
BA solvatochromism plus fluorobenzene, trichloromethane,
ethyl acetate, 1-hexanol, 1-pentanol, 1-butanol, 1-propyl
formate, dibenzyl ether, anisole, chlorobenzene, methyl
benzoate, 1-chlorobutane, tetrahydrofuran, and 1,2-dichloro-
benzene; extracted from ref 25) leads to eq 3:
acetonitrile, propionitrile, n-butyronitrile, benzonitrile, di-
chloromethane, pyridine, propylene carbonate, N,N-diethylace-
tamide, ethylene glycol, N,N-diethylformamide, N-methylimi-
dazole, tetramethylurea, N,N-dimethylformamide, N,N-dime-
thylacetamide, γ-butyrolactone, sulfolane, and dimethyl
sulfoxide).
The normal solvatochromism of BA follows eq 1:
̃
ν = −(1782 ± 167)SP − (651 ± 139)SdP
a
+
(25354 ± 108)
(1)
4
732
dx.doi.org/10.1021/jp211330x | J. Phys. Chem. A 2012, 116, 4726−4734