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a two-dimensional (2D) hexagonal structure (Colhex) with the
intercolumnar distance (a) of 3.86 nm. On cooling to 1708C,
several new reflections appeared, together with the three re-
flections in the Colhex (Figure 2a). For further analysis, 2D SAXS
measurements with surface-aligned samples were conducted.
The aligned samples were made by casting the chloroform so-
lution of 1 (~8 wt%) on 3-aminopropyltriethoxysilane (APS)-
coated Si wafers, and were slowly cooled from the liquid
phase. Owing to the hydrophobic nature of the APS-coated
surface, the columns aligned parallel to the substrate. The 2D
SAXS data revealed many spot-like reflections, which could be
assigned as the lattice planes of a 2D primitive rectangular
structure in a multi-domain sample with four distinct orienta-
tions (Figure 2b and Table S1 in the Supporting Information).
The lattice constants were determined to be a=6.95 nm and
b=3.87 nm (a>b; Figure 2c).
Colrec and Colhex phases were calculated to be 1.31 and 1.33, re-
spectively (Table S2 in the Supporting Information). As the cal-
culation for Colhex used the identical 1 value, the N value for
Colhex may be slightly overestimated. These non-unit values in-
dicate that wings of aromatic propellers stack in an interdigi-
tated mode (Figure 2 f).
Along with this interdigitated stacking, another factor
should be considered to understand the intercolumnar transi-
tion from Colhex to Colrec. Taking into account the anisotropic
rectangular symmetry of the Colrec phase, the rotational mo-
tions of propeller-like mesogens along the column axis are
more restricted in Colrec than Colhex (Figure 2e). To gain a clue
as to the difference in the rotational barriers between the two
LC phases, the core distance (hcore =h/N), which is defined as
the distance between neighboring TPE ethylenic groups, was
calculated by dividing the thickness (h) of a columnar cross
section by the number of molecules (N) in a columnar cross
section. The hcore values were found to be 3.40 and 3.56 ꢁ for
Colrec and Colhex, respectively (Table S2). In contrast to the N
value, the hcore (3.56 ꢁ) of Colhex may be slightly underestimat-
ed. The smaller hcore value of Colrec means that propeller-like
mesogens are closer at the intercolumnar transition (Figure 2 f).
Therefore, the aromatic wings are more strongly interdigitated,
which hinders the rotational motions of mesogens, leading to
an anisotropic aromatic cross section with a zigzag stacking in
Colrec.
Similar intercolumnar transitions from a rectangular to hex-
agonal lattice have been observed in a few discotic and poly-
catenar LCs.[19] In these previous cases, the transition occurred
by the tilting of rigid cores along the column axis (Figure 2d).
According to the tilt mechanism, the primary d spacing of the
rectangular phase should be smaller than that of the hexago-
nal phase at the transition. However, the (10) reflection of the
Colhex phase of 1 divided into the (11) and (20) reflections of
the Colrec phase by keeping the dimension nearly constant
(Figure 2a). This suggests that the transition of 1 does not con-
form to the tilt mechanism. The deviation from the tilt mecha-
nism can be corroborated by examining the columnar cross-
sectional area (S) calculated from the SAXS data. The S value of
Colrec was calculated to be 1345 ꢁ2, which is even greater than
that of Colhex (1289 ꢁ2; Table S2 in the Supporting Information).
Therefore, from these X-ray analyses, we conclude that the in-
tercolumnar transition of 1 is not driven by the known “tilt”
mechanism. Instead, a translational displacement of aromatic
propellers, referred to as “zigzag” stacking, can be proposed as
a plausible mechanism (Figure 2d). In the Colhex phase, propel-
ler mesogens stack orthogonally on top of each other. In this
situation, the mesogens rotate along the column axis to form
the circular cross section (Figure 2c). In contrast, to cover the
expanded columnar area, the aromatic cores of the Colrec
phase should stack up in a zigzag manner (Figure 2e).
The proposed zigzag stacking model with the smaller hcore
value may agree well with the first-order character of the
Colrec-to-Colhex transition in the DSC results because of the
compact zigzag packing (Figure S3 in the Supporting Informa-
tion). The compact zigzag packing can increase the degree of
mesogenic interaction in comparison to the loose packing in
the Colhex phase. Notably, this first-order transition is an unusu-
al phenomenon. To date, symmetry-breaking columnar LC
transformations revealed a second-order character because
their tilting mechanism of “flat” discogens does not require
a significant change in the mesogenic interaction.[20]
Molecular propeller 2 revealed a columnar phase. Like with
the Colhex phase of 1, the SAXS data at 308C exhibited a 2D
hexagonal lattice with the lattice parameter (a) of 3.92 nm
(Figure 3a and Table S1 in the Supporting Information). This
lattice parameter is similar to that of the Colhex of 1 (3.86 nm),
although the number of dodecyl chains has been increased
from eight to twelve. From this, it can be speculated that the
increased alkyl peripheries contribute to the expansion of the
intercore distance owing to the elevated in-plane steric repul-
sion by the bulky alkyl peripheries of 2. Indeed, the hcore value
of the Colhex phase of 2 was calculated to be 4.01 ꢁ, which is
larger than that of 1 (Figure 3b and Table S2). For 2, 2D X-ray
diffraction data from a surface-aligned sample was obtained
(Figure 3c). In the small angle region, arced reflections corre-
sponding to the hexagonal symmetry were observed, consis-
tent with the 1D SAXS result. On the other hand, the WAXS
data showed two broad isotropic reflections. An intense reflec-
tion at a larger q spacing of 14.2 nmꢀ1 is a typical halo signal,
indicating the mean distance (h=4.43 ꢁ) of liquid-like alkyl
chains. Additionally, a less intense halo signal appeared near
This unusual rearrangement of the aromatic cores at the in-
tercolumnar transition of 1 can be understood in terms of the
mesogenic structure. In contrast to conventional “flat” disco-
gens, the TPE-based mesogen has a propeller-like structure. To
fill the columnar space efficiently, the molecules should interdi-
gitate to some extent on top of each other (Figure 2 f). This
could be rationalized by checking the number of molecules (N)
in a columnar cross section. The N value can be obtained by
dividing the volume (Vcs) of a columnar cross section by the
molecular volume (Vmol). The density (1=0.861 gcmꢀ3) of
1 measured at RT was employed for the calculation of both
the Colrec and Colhex phases. Assuming that the thickness (h) of
a columnar cross section is equal to the mean distance of
liquid-like alkyl chains, the h values were obtained from the
maxima of the halo signals in the WAXS data (Table S2 and
Figure S4 in the Supporting Information). The N values for the
Chem. Eur. J. 2014, 20, 12734 – 12739
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