Crystal Growth & Design
Article
microcrystals. The multiple C−H···π interactions is the major
driving force for the conformation change and the formation of
microtubes.
The intensity of intermolecular interactions between
salophen molecules was also investigated by calculating the
Crystal structure analysis indicates that salophen molecules take
on more twisted conformations in the crystalline state
compared to those in the isolated state. The multiple aromatic
C−H···π interactions induce and stabilize the twisted
conformation, which endow microtubes with enhanced
emission. Theory calculations indicate that conformation
change of salophen molecules also causes large negative ΔG,
which encourages self-assembly of salophen molecules into
microtubes.
binding energy Eb, which is defined by Eb = Et,cell/4 − Et,mol
where Et,cell is the total energy of the unit cell of salophen
crystal, Et, is the total energy of an isolated salophen
,
mol
molecule, and 4 denotes the unit cell consist of four salophen
molecules. The atomic coordinates of the cell and the lattice
parameters were adopted from CCDC, while the optimal
geometric structure of the isolated salophen molecule was
obtained from the above optimization calculations. The total
optimized binding energy was calculated to be 262.3 kJ/mol,
which was the driving force for the assembly of microtubes.
This means the large negative Gibbs energy ΔG (binding
energy) mainly comes from the multiple C−H···π interactions
along with some π−π interactions.
ASSOCIATED CONTENT
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S
* Supporting Information
Figure S1: MS of the as-synthesized salophen. Figure S2 IR
spectra of the samples collected at the ripening time of 5 min
and 8 h. This material is available free of charge via the Internet
AUTHOR INFORMATION
On the basis of experimental observations, crystal structure
analysis and calculation results, we proposed the growth
process of salophen microtubes, as illustrated in Figure 6. When
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Corresponding Author
*(Xiujuan Zhang) Fax: +86-512-65882846; tel:+86-512-
Author Contributions
#These authors contributed equally to this work.
ACKNOWLEDGMENTS
■
This work was supported by Major Research Plan of the
National Natural Science Foundation of China (Nos.
91027021, 91027041), National Natural Science Foundation
of China (Nos. 50903059, 51173124, 51172151, 50825304),
National Basic Research Program of China (973 Program,
Grant Nos. 2010CB934500, 2011CB808400), and the
Specialized Research Fund for the Doctoral Program of Higher
Education of China (Grant No. 20093201120020). We also
thank Natural Science Foundation of Jiangsu Province (No.
BK2010003) and a Project Funded by the Priority Academic
Program Development of Jiangsu Higher Education Institu-
tions.
Figure 6. Schematic energy and conformation diagram of salophen
molecules during the self-assembly process.
salophen dioxane solution were dropped into water,
aggregation of salophen molecules would occur due to the
low solubility in the mixed solvent, during which competitive
equilibrium existed between the keto tautomer and the enol
tautomer. Particles composed of keto tautomers would be
much more easily formed at the beginning, because the keto
tautomer has a lower energy barrier Ek. However, in the mixed
solution, water would offer protons and then facilitate the
isomerization transform from keto form to enol form. More
importantly, during the next Ostwald ripening process, strong
intermolecular interactions (multiple C−H···π interactions)
will strengthen the molecular conformation change and lock
the molecules in enol forms in crystals, as the spectra indicated.
Accordingly, particles composed of keto tautomers will
gradually evolve into particles constituted with enol tautomers
and then eventually grow into microtubes under directional
intermolecular interactions as the driving force.
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CONCLUSIONS
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In summary, single-crystal salophen microtubes with rectan-
gular cross sections have been prepared. During the formation
of microtubes, a remarkable fluorescence increase is observed.
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dx.doi.org/10.1021/cg201211e | Cryst. Growth Des. 2012, 12, 1227−1231