Crystal Growth & Design
Article
iodine (26.2 g, 60.0 mmol) in chloroform (30.0 mL) and stirring at room
temperature for 12 h. After the iodine color disappeared, the reaction
mixture was filtered, washed with a little hexane, dried, and recrystallized
from toluene to give colorless prisms.9
Scheme 2. Halogen···Halogen Interactions
Crystal Growth. The inclusion compounds were obtained by
dissolving H1 or H2 in the various liquid guests and allowing the solu-
tions to evaporate. The single crystals obtained were initially analyzed by
thermal gravimetry (TG), which detected the formation of the inclusion
compound and yielded the host/guest ratio.
Structure Analysis. Cell dimensions were established from the
intensity data measured on Nonius Kappa CCD13 and Bruker DUO
APEX II14 diffractometers using graphite-monochromated Mo Kα
radiation. The intensity data were collected by the standard φ scan and
ω scan techniques, scaled, and reduced using DENZO-SMN15 or
SAINT-Plus.16 The structures were solved by direct methods and
refined by full-matrix least-squares on F2 using SHELX-9717 program
packages. The program X-SEED18 was used as a graphic interface.
All the non-hydrogen atoms were refined anisotropically, while the guest
atoms were treated isotropically or anisotropically depending on the
occurrence of disorder. All hydrogen atoms were placed geometrically
and with a riding model for their isotropic temperature factors.
Crystallographic data for the structures in this paper have been
deposited with the Cambridge Crystallographic Centre as supplemen-
tary publication number 1055011−1055019. Copies of the data can be
obtained free of charge on application to CCDC, 12 Union Road,
Cambridge CB2 1EZ, U.K. (fax: (+44) 1223-336-033; e-mail: deposit@
Thermal Gravimetry (TG). TG data were collected on a TGA
Q500 (TA Instruments) with a purge gas of dry nitrogen flowing at
60 mL min−1. The kinetics of desolvation was determined by the method
of Flynn and Wall,19 in which the mass loss of the compounds was
recorded at fixed heating rates β of 2, 4, 8, 16, and 32 °C min−1. Plots
of log β versus 1000/T yielded the values of the activation energies for
the reactions.
The kinetics of enclathration was determined in a specially con-
structed balance in which a powdered sample of the host was exposed to
the vapor of the volatile guest. The apparatus allows the sorption to be
carried out under controlled conditions of temperature and vapor
pressure. The mass gain is automatically recorded as a function of time,
and the data are converted to the extent of reaction α.
All halogen···halogen interactions are reported in Tables 2
and 4, which specify the X···X distance, angles θ1 and θ2, and the
type of bond as shown in Scheme 2.
We recorded X···X distances that were less than the sum of
the van der Waals radii +5% for interactions of type I and IIa and
type IIb. In general the type IIb interactions gave reasonable
nonbonded distances, but the angles θ1/θ2 sometimes deviated
significantly from the ideal values of 180°/120°.
Structure Analysis. Crystal data and experimental and
refinement parameters are given in Table 1 for the host−guest
compounds with H1.
Structure 1 is that of a new polymorph of the apohost, the
first structure of which was published by Tanaka et al.11 That
structure was obtained from meta-xylene and crystallizes in the
space group Pccn with Z = 8. By contrast, this new polymorph of
H1, obtained from acetonitrile, crystallizes in the space group
P21/n with Z = 8. The packing, shown as a projection viewed
along [010], is illustrated in Figure 1. There are four Br···Br
interactions, all of type IIa (Table 2).
Structure 2, H1·2CH2Cl2, crystallizes in P212121 with Z = 4.
The packing is shown in Figure 2, which displays channels
contiguous to the screw axis along [100] in which half the
dichloromethane guests are located. The other dichloromethane
guests reside in cavities. There are six X···X interactions, reported
in Table 2.
Hirshfeld Surface Analysis. In order to further understand
the nonbonded interactions that occur in these structures, the
program Crystal Explorer23−25 was employed, which calculates
the Hirshfeld surfaces of a molecule in the structure and depicts
all the molecular interactions of a targeted molecule with its
neighbors.
The results for structure 2, H1·(2CH2Cl2), are given as an
example. The host compound H1 was selected as the target
molecule, and the Hirshfed surface was calculated. The finger-
print plots for the various nonbonded interactions are shown
in Figure 3a−h, and the corresponding frequency of these
interactions is reported as a percentage in the legend, in which
the first atom is from the targeted host and the second from any
surrounding molecules.
α = (mt − mo)/(m∞ − mo)
where mo, mt, and m∞ are the masses at the start, during, and at the end
of the experiment, respectively. The α−time curves may then be fitted to
an appropriate rate law20 and the rate constant thus evaluated.
Differential Scanning Calorimetry. DSC was performed for all
inclusion compounds. The crystals were crushed and placed in crimped
and vented pans, then analyzed using a DSC Q200 series with a purge
gas of nitrogen at 60 mL min−1. Samples were analyzed between 303 and
600 K for H1 and 303−623 K for H2 at a heating rate of 10 K min−1.
RESULTS AND DISCUSSION
■
The character of halogen···halogen interactions has been dis-
cussed as a model derived from experimental charge density anal-
ysis.21 The results are based on the anisotropy of the electron
density distribution around the halogen nuclei and may be
understood in terms of a polarization, which is positive in the
polar region of the halogen atom and negative in the equatorial
region. The outcome of this study suggests three types of
geometries, shown in Scheme 2.
Thus, for example, Figure 3c shows the interactions between C
atoms in the targeted host and all H atoms in the surrounding
hosts and guests. It shows that the closest approach, shown as
peak 2, occurs at the sum of the internal and external distances
from the surface (di + de) = 2.95 Å, slightly longer than the sum of
the van der Waals radii.
What we glean from these maps is that the packing is
dominated by H···H interactions (28.1%), Figure 3b, with a
closest approach at peak 1 at (di + de) = 2.60 Å, somewhat longer
than the sum of the van der Waals radii (2.40 Å).
Type I interactions are of the van der Waals type, and their
X···X distances are generally greater than the sum of the van der
Waals radii. Type IIa and IIb interactions are considered as
attractive, and the X···X distances are usually shorter than those
of type I.
In this work, we have employed the van der Waals radii of
Bondi22 (radii in Å, H = 1.20, Cl = 1.75, Br = 1.85,
= 1.98).
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Cryst. Growth Des. 2015, 15, 3271−3279