Ö. Tamer et al. / Journal of Molecular Structure 1063 (2014) 295–306
299
Table 3
4.4. IR spectroscopy
Hydrogen-bond geometry for the title compound.
The FT-IR spectrum of the title compound was recorded in the
frequency region of 4000–400 cmꢁ1, and measured data along with
the harmonic vibrational frequencies calculated using B3LYP and
PBE1PBE with 6-311++G(d,p) basis set are given in Table 4. Fur-
thermore, the FT-IR and the predicted spectra for the title com-
pound are given in Fig. 5, as compared with the each other. None
of the predicted vibrational spectra have any imaginary frequency
prove that the optimized geometry is located at the lowest point
on the potential energy surface. It is well known that DFT levels
systematically overestimate the vibrational wavenumbers. There-
fore, the scaling factor values of 0.9899 for B3LYP/6-311++G(d,p)
and 0.9800 for PBE1PBE/6-311++G(d,p) were used in order to cor-
rect anharmonicity and neglected part of electron correlation [26].
DAHꢂ ꢂ ꢂA
DAH (Å)
Hꢂ ꢂ ꢂA (Å)
1.84 (6)
1.91 (5)
2.46
Dꢂ ꢂ ꢂA (Å)
DAHꢂ ꢂ ꢂA (°)
155 (6)
155 (5)
153
O1AH1ꢂ ꢂ ꢂN1
O5AH5ꢂ ꢂ ꢂN3
C8AH8ꢂ ꢂ ꢂO6i
C22AH22ꢂ ꢂ ꢂO2i
0.79 (6)
0.74 (5)
0.93
2.578 (5)
2.605 (5)
3.309 (5)
3.352 (6)
0.93
2.49
154
T2 (keto-amine) is calculated ꢁ3822.63782 Hartree. Considering
that the mentioned cases, it is understood that the title compound
exists in enol-imine form in the solid state.
4.3. Geometry optimization and conformational analysis
To the best of our knowledge, neither experimental nor theoret-
ical data on the geometrical parameters of the title compound is
not available in the literature. The optimized bond lengths and
bond angles of the title compound are listed in Table 2. There is
slightly difference between the experimental and theoretical
parameters due to the fact that the theoretical calculations belong
to isolated molecule in gas phase while the experimental results
belong to molecule in solid state. Considering that the geometry
of the solid state structure is subject to intra and intermolecular
interactions, such as hydrogen bonding and van der Waals interac-
tions, it is expected that DFT levels predict slightly greater values
than experimental ones.
4.4.1. CAH vibrations
CAH stretching vibrations of aromatic and hetero atomic struc-
tures generally appear in the range of 3100–3000 cmꢁ1 [26]. These
modes are not affected by substituent, and so they are pure vibra-
tion modes (Table 4). In the FT-IR spectrum of title compound,
asymmetric and symmetric CAH stretching vibrations are ob-
served at 3120 and 3042 cmꢁ1. The corresponding bands in the
predicted spectra are calculated in the range of 3190–3019 cmꢁ1
for B3LYP level and 3177–3012 cmꢁ1 for PBE1PBE level. These
modes are almost pure modes with the 88–99% contribution of
PED. The most prominent and most informative bands in the spec-
tra of aromatic compounds appear in the range of 900–675 cmꢁ1
[27]. These bands results from the out-of plane bending of the ring
CAH bonds. The CAH in-plane bending vibrations appear at 1482,
1206, 1100 and 1042 cmꢁ1, while the out of plane ones appear in
the range of 979, 945, 875 and 837 cmꢁ1. The corresponding bands
in predicted spectra are calculated as consistent with the experi-
mental ones. According to PED, these in-plane and out of plane
bending vibrations are mixed modes mostly coupled with other
bending and stretching modes.
The C-C bond lengths in the rings vary from 1.380–1.404 Å for
B3LYP level and 1.376–1.402 Å for PBE1PBE level. From the bond
lengths calculated with B3LYP level, some CAC bond lengths
[C1AC2 = 1.391 Å,
C1AC6 = 1.391 Å,
C2AC3 = 1.390 Å
and
C5AC6 = 1.387 Å] are lower than other CAC bond lengths
[C3AC4 = 1.402 Å and C4AC5 = 1.403 Å]. This deformation of sym-
metry is due to the various substituents such as ANO2, ABr and
AOH in the rings. When compared with the experimental values,
the computed OAH bond length is slightly higher because of the
involvement of these bonds in the intramolecular interaction in
the crystalline state. The C4AN1AC8 unit combining two rings
has an angle of 122.4 (3)°, and this angle is calculated as
121.435° and 121.090° for B3LYP and PBE1PBE levels, respectively.
The bond lengths of C8AN1, O2AN2 and O3AN2 reflect the double
bond character with the bond lengths of 1.275 (5) Å, 1.233 (5) Å
and 1.209 (5) Å. These bond lengths are predicted by the bond
lengths of 1.283 Å, 1.216 Å and 1.215 Å for PBE1PBE level. In the
optimized structure, the geometry of the hydrogen bond is exam-
ined, and it is seen that O1AH1ꢂ ꢂ ꢂN1 hydrogen bond that exists be-
tween the phenol O1 atom and imine N1 atom, DAH, Hꢂ ꢂ ꢂA, and
DAHꢂ ꢂ ꢂA values are 0.99 Å, 1.74 Å, and 146° for B3LYP level and
0.99 Å, 1.69 Å, and 147° for PBE1PBE level. The presence of the
hydrogen bond appears as an important property of the molecule,
stabilizing its conformation in the crystal; as shown in the espe-
cially NBO section.
The conformational analysis has been performed to determine
the most stable conformer of the title compound by using B3LYP/
6-31G level. During the scan, the whole geometrical parameters
were simultaneously relaxed, while the N1AC8AC9AC14 dihedral
angle was varied in steps of 10° ranging from 0° to 360°. In Fig. 4, it
is seen that there are two maximum on the potential energy sur-
faces, which consist of a local maximum and a global maximum.
As can be seen from Fig. 4, the local maximum point is predicted
at 90° with the energy value of ꢁ3819.32241 Hartree, while the
global maximum is predicted at 270° with the energy value of
ꢁ3819.31815 Hartree. As for the minimum points, two minima
which consist of a local minimum at 180° (ꢁ3819.33059 Hartree)
and a global minimum at 0° (ꢁ3819.35103 Hartree) are predicted
by using B3LYP/6-31G level.
4.4.2. Hydroxyl group vibrations
The vibrations corresponding to the hydroxyl group are the
stretching, in-plane and out of plane bending vibrations of CAO
and OAH moieties. The OAH group is likely to be most vulnerable
to the environment; hence they show an exact shift in the spectra
of the hydrogen-bonded species. The nonhydrogen-bonded or a
free hydroxyl group absorb strongly in the 3550–3700 cmꢁ1 region
[28]. If the intramolecular hydrogen bonding occurs in six mem-
bered ring systems, the OAH stretching band would be reduced
to 3200–3550 cmꢁ1 region [29]. In this study, the OAH stretching
vibration appears at 3416 cmꢁ1 in FT-IR spectrum, while this band
is assigned at 3162 cmꢁ1 for B3LYP level and 3140 cmꢁ1 for
PBE1PBE level with the 89% contribution of PED. In-plane OAH
bending modes is observed at 1542 and 1408 cmꢁ1, while the cor-
responding bands are calculated at the range of 1654–1426 cmꢁ1
for B3LYP and 1674–1434 cmꢁ1 for PBE1PBE. The bands observed
at 837 cmꢁ1 is assigned as out-of plane bending of OAH group,
and this band is calculated at 865 and 842 cmꢁ1 for B3LYP with
the 62% and 27% contribution of PED, respectively.
4.4.3. Phenyl ring vibrations
The ring C@C vibrations generally appear 1625–1430 cmꢁ1 for
aromatic systems [30]. The bands at 1622, 1592, 1587, 1571,
1408, 1308 and 1042 cmꢁ1 are assigned as the CAC vibrations
which are calculated at the range of 1654–1079 cmꢁ1 and 1674–
1081 cmꢁ1 for B3LYP and PBE1PBE level, respectively. These vibra-
tion modes are highly mixed modes with the range of 55–11% con-
tribution of PED, and they are mostly coupled with the NC, NO and
FC stretching vibrations as well as some bending vibrations. Peaks