Upload
others
View
0
Download
0
Embed Size (px)
Citation preview
doi.org/10.26434/chemrxiv.6489425.v1
Solid State Analysis and Theoretical Explorations on Polymorphic andHydrate Forms of p-Hydroxybenzaldehyde Isonicotinichydrazone: Effectof Additives on Polymorphic CrystallizationLincy Tom, Victoria A. Smolenski, Jerry P. Jasinski, M.R. Prathapachandra Kurup
Submitted date: 12/06/2018 • Posted date: 12/06/2018Licence: CC BY-NC-ND 4.0Citation information: Tom, Lincy; Smolenski, Victoria A.; Jasinski, Jerry P.; Kurup, M.R. Prathapachandra(2018): Solid State Analysis and Theoretical Explorations on Polymorphic and Hydrate Forms ofp-Hydroxybenzaldehyde Isonicotinichydrazone: Effect of Additives on Polymorphic Crystallization. ChemRxiv.Preprint.
The reaction of p-hydroxybenzaldehyde with an equimolar amount of isonicotinic hydrazide afforded twopolymorphic and hydrate forms of p-hydroxybenzaldehyde isonicotinichydrazone (HBIH) by varying theexperimental reaction conditions. The compounds are fully characterized by means of single crystal andpowder diffraction methods, vibrational spectroscopy (FT-IR and Raman), thermal and elemental analysis.The compound crystallizes in three different forms in two different space groups, P21/c (form PA and PB) andPbca (PC). The Hirshfeld surface analysis shows the differences in the relative contributions of intermolecularinteractions to the total Hirshfeld surface area for the HBIH molecules. The calculated pairwise interactionenergies (104-116 kJ/mol) can be related to the stability of the crystals. Energy framework analysis identifiesthe interaction hierarchy and their topology. The geometry and conformation of the three forms are essentiallysimilar which differ only by packing arrangement.
File list (1)
download fileview on ChemRxivmrp 201.pdf (1.93 MiB)
Solid state analysis and theoretical explorations on polymorphic and hydrate
forms of p-hydroxybenzaldehyde isonicotinichydrazone: Effect of additives on
polymorphic crystallization
Lincy Toma, Victoria A. Smolenskib, Jerry P. Jasinskib, M.R. Prathapachandra Kurupa,c,
aDepartment of Applied Chemistry, Cochin University of Science and Technology, Kochi 682 022, Kerala, India, bDepartment of Chemistry, Keene State College, 229 Main Street, Keene, NH03435-2001, USA, cDepartment of
Chemistry, School of Physical Sciences, Central University of Kerala, Nileshwar-671314
Abstract
The reaction of p-hydroxybenzaldehyde with an equimolar amount of isonicotinic hydrazide afforded two
polymorphic and hydrate forms of p-hydroxybenzaldehyde isonicotinichydrazone (HBIH) by varying the
experimental reaction conditions. The compounds are fully characterized by means of single crystal and
powder diffraction methods, vibrational spectroscopy (FT-IR and Raman), thermal and elemental
analysis. The compound crystallizes in three different forms in two different space groups, P21/c (form PA
and PB) and Pbca (PC). The Hirshfeld surface analysis shows the differences in the relative contributions
of intermolecular interactions to the total Hirshfeld surface area for the HBIH molecules. The calculated
pairwise interaction energies (104-116 kJ/mol) can be related to the stability of the crystals. Energy
framework analysis identifies the interaction hierarchy and their topology. The geometry and
conformation of the three forms are essentially similar which differ only by packing arrangement.
Keywords: polymorphism, Raman spectroscopy, X-ray crystal structure, packing polymorphism,
Hirshfeld surface analysis, energy frameworks
1. Introduction
Polymorphism is the existence of a solid material in more than one form of crystal structure or phases that
have different arrangements or conformations of the molecules in the crystal lattice. It offers a useful tool
for examining the structure–property relationship due to the different intermolecular interactions and has
received considerable attention from pharmaceutical industry and the academic community [1,2]. The
difference in the internal structure of polymorphs alters their physicochemical properties, including
Corresponding author E mail address: [email protected], [email protected] (M.R. Prathapachandra Kurup) Phone: +91-9895226115 Fax: +91-484-2575804
solubility, bioavailability, functionality and so forth [3,4]. Enhancements in physicochemical properties
can also be achieved by altering the physical forms such as hydrates, solvates (pseudopolymorphism)
amorphous salts, co-crystals, etc.[5]. The molecular arrangement in crystals most frequently decides the
functionality and properties of these materials. The existence of polymorphs delivers an opening to
investigate and appreciate the nature of intermolecular interactions during the formation of molecular
packing. The presence of functional hydrogen bonding groups and other secondary interactions helps in
molecular recognition, self-assembly and different packing of molecular components.
The crystallization of polymorphs and solvated crystals is affected by several factors like concentration,
solvents, additives, seed crystals and crystallization methods, etc. [4,6–9]. However, the mechanism of
these effects is not known and the quantitative relationship between the operational factors and the
crystallization characteristics of polymorphs is not clearly understood.
Polymorphism is only exhibited in the solid state. On melting, vaporization, or dissolution, polymorphic
structures are lost. Accordingly, for the comprehensive and systematic study of the chemistry of the title
compound, we have collected all the structural and physicochemical data of polymorphic and hydrate
forms of this compound by solid state studies. In this way, we got a better understanding of crystal
structure assembly and assessment of its crystal structure. Further, various intermolecular interactions are
well supported by Hirshfeld surface and fingerprint plot analysis. The interaction energy and energy
framework analysis were also studied to obtain adequate information about its electronic characteristics.
2. Experimental
2.1. Materials
The reactants for syntheses were procured from Aldrich Sigma Ltd. For all solution crystallizations
analytical grade solvents were used
2.2. Methods
Spectroscopy: Raman spectra were collected in the shift region of 0−3700 cm-1 using a WITec
Alpha300RA Raman instrument, equipped with a Andor Back illuminated CCD camera and a 532 nm
DPSS laser. The IR absorption spectra were performed with a JASCO FT-IR-5300 Spectrometer in the
4000-400 cm-1 region by making their KBr discs.
X-ray diffraction: PXRD patterns were determined on a Bruker D8 Advance diffractometer with
graphite-monochromated Cu-Kα radiation. The Mercury software version 3.10.1, with the conditions of
start angle, 5° stop angle, 50° step size, 0.02, was used to calculate the simulated powder X-ray pattern for
a Cu Kα radiation with wavelength 1.54056 Å. Crystallographic data were collected with a Bruker
SMART APEX diffractometer with graphite monochromated Mo Kα (λ = 0.71073 Å) X-ray source (PC),
Bruker D8 QUEST with Photon detector (PB) and Rigaku Gemini Eos Diffractometer (PA). The
structures for all three were solved by direct methods and refined by full-matrix least-squares calculations
with the SHELXL-2015 software package [10]. All non-hydrogen atoms were refined with anisotropic
displacement parameters and positions of hydrogen atoms were located in the difference Fourier maps
and were placed in calculated positions and refined as riding atoms. Bond lengths and angles were
restrained in all three structure refinements to ensure proper geometry using DFIX and DANG
instructions. All the drawings were made using ORTEP 3, Diamond 3.2k and Mercury 3.10.1 programs
[11–13].
Thermal and Elemental Analysis: Thermal behavior, mass loss, and melting points of all samples were
determined using simultaneous thermal analysis (STA), comprising differential scanning calorimetry
(DSC) and thermal gravimetric analysis (TGA). A PerkinElmer STA6000/8000 system with Pyris
Software was used for this study. Samples were placed in 10 μL aluminum pans, and a heating ramp was
set in the range of 25−400 ° at a rate of 10 °C min-1. The elemental analysis of carbon, hydrogen and
nitrogen were carried out using an Elementar model Vario EL III elemental analyzer.
2.3. Computational details
Hirshfeld surface analysis: The package CrystalExplorer 17.5 [14] was used to generate and visualize the
three-dimensional Hirshfeld surfaces [15] and their respective two-dimensional fingerprint plots [16],
which accepts a structure input file in the CIF format. As crystal packing is dominated by van der Waals
interactions, these plots are useful to enumerate the intermolecular interactions and packing in the crystal
lattice. The analyses were carried out on crystal geometries of the respective forms. The 3D dnorm surfaces
were mapped over a fixed color scale of -0.65 au (red) 1.27 au (blue) and curvedness -4.000 to +0.400 Å.
The 2D fingerprint plots were displayed in the 0.6 - 2.4 Å range including reciprocal contacts.
Interaction energy calculation: CrystalExplorer 17.5 was used to explore the intermolecular interaction
energies [16] of polymorphs and hydrated forms. The energy calculation was performed for a cluster of
radius 3.8 Å around the selected atom in each form. The energy components were expressed in terms of
electrostatic, polarization, dispersion and exchange-repulsion and finally the total interaction energy. The
prevalence of these interactions are illustrated with the aid of B3LYP/6-31G energy model using
symmetry independent molecules of all three forms.
Energy frameworks analysis: The three dimensional topology of interactions for all three forms were
constructed based on the obtained values of interaction energies and the frameworks [17] were visualized
using CrystalExplorer 17.5. The tube size (scale factor) used in all the energy frameworks was 80 and the
energy threshold (cut-off) value was set to zero.
2.4. General description for synthesis and single crystal growth
The two polymorphs (PA and PB) and one hydrated form (PC) were prepared by the condensation reaction
between the p-hydroxybenzaldehyde and isonicotinic hydrazide. The controlling factors for polymorphic
crystallization lie on several factors and herein, we describe the effect of solvents and additives on
polymorphic crystallization.
3. Result and discussion
3.1. Comments on synthesis
Crystallization of HBIH molecules led to the formation of three different solid forms, which were
governed by the employed conditions. Single crystals of PA were obtained by slow evaporation of the
solution of p-hydroxybenzaldehyde isonicotinic acid hydrazone in methanol at 293 K. Forms PB and PC
were reprepared by adopting different synthetic routes than their previously reported structures and
therefore their crystal structures were redetermined by single-crystal X-ray diffraction to compare with
the originally published structures [18,19]. All the crystallographic parameters are similar for the
structures PB and PC. The solid state morphology of three forms are different and can be visibly identified
by their appearances (Fig. S1).
Table 1. Details of crystallization experiment
Solvents/Additives Reaction condition Crystal quality Form
Methanol RT, Reflux Block PA
Ethanol N2 atm, Reflux Plate PB [18]
Ethanol RT, Reflux Block PC [19]
DMF, Cd2+ RT, Reflux Block PB
DMF/MeOH, Cd2+ Stirring Block PB
Methanol, Zn2+ RT, Reflux Block PB
Methanol, Mn2+ Hydrothermal Crystalline powder -
Methanol, Succinic acid RT, Reflux Block PC
Methanol, Oxalic acid RT, Reflux Block PC
DMF, Succinic acid RT, Reflux Block PC
DMF/CH3CN (3:1), Cd2+ RT, Reflux Block PB
Methanol, Cd2+ Hydrothermal Crystalline powder -
Methanol/H2O (3:1) RT, Reflux Crystalline powder -
Polymorph PA was difficult to crystallize as diffraction quality and only obtained after a series of crystal
growth experiments from methanol. The additive effects on different polymorphs were studied by a series
of crystal growth experiments. The additives influence each process of nucleation, growth and
transformation [20] and the influence of solvent, metal ion and dicarboxylic acids on the crystallization of
p-hydroxybenzaldehydeisonicotinic hydrazone are discussed below. Details of the crystallization
experiments are given in Table 1.
Methanol solution of pyridine-4-carboxylic acid hydrazide (0.137 g, 1 mmol) was added to a methanol
solution of p-hydroxybenzaldehyde (0.122 g, 1 mmol), and the mixture was stirred under reflux for 1
hour. Slow evaporation of the solution yielded X-ray quality crystals of PA. Polymorph PB and PC were
obtained using metal ions and dicarboxylic acids as additives. Equimolar amount of the additive was
added to the reactant mixtures to yield different forms. Much effort had been made to screen the potential
polymorphs from a range of single solvents or combinations thereof, but only two polymorphs PB and PC
have been obtained so far.
3.2. Crystal structures
In order to cognize the similarities and the dissimilarities of the three forms, the crystal structures are
scrutinized via connectivity and then packing patterns and the motifs were compared. An ORTEP plot of
the HBIH (PA) molecule is shown in Figure 1. The crystallographic data for all three forms are
summarized in Table S1. The molecular conformation and the geometry of hydrogen bonds in the three
forms are presented in Table 2. There are only trivial differences in bond lengths, angles and torsion
angles between the three forms (Table S2, S3 and S4). Crystal structures of PA and PB were solved in the
monoclinic system with the P21/c space group containing four independent molecules per unit cell. Form
PC, crystallizes in the orthorhombic Pbca space group.
Figure 1. ORTEP diagram of HBIH (PA) drawn with 30% displacement ellipsoids
3.2.1. Conformational analysis
X-ray crystal structures were analyzed to understand the interplay of intramolecular (conformer) and
intermolecular interactions related to the stability of the polymorphs and the hydrated forms. The overlay
of the all symmetry independent HBIH crystal structures (PA, PB and PC) is shown in Figure 2. It is clear
that they exhibit nearly identical molecular conformations. The pyridine nitrogen (N3) and carbonyl
oxygen (O2) point in the same direction in all the three forms. The OH group of the hydrated form is
twisted differently with respect to C1–O1 with a torsion angle (C6–C1–O1–H1) of 176.63°, which is
equal to 4.44o and 0.706° respectively for PA and PB.
Figure 2. Superimposition of the HBIH geometries extracted from the crystal structures of PA, PB and PC
3.2.2. Molecular packing and Intermolecular Interactions
Representation of molecular packing in the HBIH polymorphs and in their solvated form, illustrated in
Figure 3, indicates that their crystalline structures have notable differences. According to the literature,
the polymorphism shown by the PA and PB forms can be assigned as a crystal packing polymorphism
[21,22]. The molecular packing and hydrogen bonding patterns are unique in these three forms. It
involves different combinations of hydrogen donor and acceptor sites in each form. The geometry and
conformation of both polymorphic molecules (PA and PB) are very similar. The crystal packing is strongly
determined by the hydrogen bonds between the HBIH molecules.
On probing into the crystal structure, it was inferred that both forms PA and PB are associated with a
different supramolecular network. This dissimilarity results from the effects of intermolecular interactions
in the lattice. The supramolecular structure fragments of polymorphs PA and PC are shown in Figure 4.
The skeleton molecule possesses six hydrogen-bond donors (three of which are very good N–H/O–H
donors and three that are potential C–H donors) and five very good (N, O) acceptors. Therefore, the self-
organization events among the molecules can take place with different interactions and geometric
configurations which in turn might lead to a different solid-state association and the formation of variable
hydrogen-bonded synthons. The possible supramolecular synthons and hydrogen-bonded motifs which
can be formed between the HBIH molecules are presented in Figure 5.
Figure 3. Packing diagrams of polymorphs and hydrate viewed along the ‘b’ axis.
Table 2. Hydrogen bonding interactions in PA, PB and PC
D–H···A D–H (Å) H···A (Å) D···A (Å) ∠ D–H···A
Polymorph PA
N(2)–H(2’)···O(2)a 0.871 2.321(11) 3.1495(15) 158.8(14)
O(1)–H(1)···N(3)b 0.82 1.94 2.7131(16) 158
C(7)–H(7)···O(2)a 0.93 2.43 3.2507(18) 147
Polymorph PB
N(2)–H(2’)···N(3)p 0.881(12) 2.396(14) 3.236(2) 159.5(15)
O(1)–H(1)···O(2)q 0.848(14) 2.043(17) 2.8384(17) 156(2)
O(1)–H(1)···N(1)q 0.848(14) 2.505(16) 3.1185(18) 130.1(18)
C(7)–H(7)···N(3)p 0.93 2.62 3.460(2)) 150
C(5)–H(5)···O(1)r 0.93 2.60 3.487(2) 160
Solvated form PC
N(2)–H(2’)···O(1S)x 0.884(13) 2.037(15) 2.886(3) 161(2)
O(1S)–H(1A)···O(2) 0.86(3) 2.00(3) 2.837(4) 163(3)
O(1S)–H(1B)···O(2)y 0.86(3) 2.23(3) 2.909(4) 136(3)
O(1S)–H(1B)···N(1)y 0.86(3) 2.43(3) 3.200(4) 150(3)
O(1)–H(1)···N(3)z 0.82 1.97 2.772(3) 167
C(10)–H(10)···O(1S)x 0.93 2.50 3.398(4) 161
C(7)–H(7)···O(1S)x 0.93 2.36 3.184(4) 147
PA PB
Pc
a= 1+x,y,z;b= x,1+y,z
p= -x,1/2+y,1/2-z, q= 1-x,1/2+y,3/2-z, r= 1-x,-1/2+y,3/2-z
x= 1-x,-1/2+y,1/2-z; y= -1/2+x,y,1/2-z; z= x,1/2-y,1/2+z
Form PA is characterized by promising a ‘unidirectional columnar packing’ arrangement in the crystal
state. The stacking is unidirectional along the crystallographic ‘a’ and ‘b’ axis (Fig. 4). Two independent
hydrogen bonds are influential in forming the supramolecular motifs. This is identified by the (6) ring
interaction which is favored by N(2)–H(2’)···O(2) and C(7)–H(7)···O(2) intermolecular hydrogen bonds
establishing a one-dimensional assembly parallel to ‘a’ axis. The connectivity pattern of the ribbons is
depicted in synthon 5. The shortest intermolecular distance between the nitrogen atom and the oxygen
atom from the NH-C=O group (the N(2)–H(2’)···O(2) close contact) belonging to different neighbouring
molecules is 3.1495 Å. This ID motif interacts further through a C(14) chain motif (O(1)–H(1)···N(3)),
occurs at a distance of 2.7131 Å, and tightens the intracolumnar packing which, therefore, expands the
supramolecular aggregation into a two-dimensional framework.
Figure 4. Crystal packing showing an array of molecules which forms a sheet (PA and PC)/chain (PB)
containing intermolecular hydrogen bonding interactions
The form for PB, unlike the above mentioned, contains a different hydrogen bonding pattern. Most
notably, the packing is characterized by an elusive columnar/herringbone dual crystal packing [23] motif.
The molecules are arranged in columns along the ‘a’ axis, however, related to one another by inversion
and hence running antiparallel, while the HBIH moieties favor a herringbone fashion parallel to the ‘c’
axis. The hydrogen atoms, N(2)–H(2’) and O(1)–H(1), play an important role in the intermolecular
bonding as in the case for PA. The crystal lattice consists of HBIH molecules arranged in layers parallel
to the ‘ab’ plane. Within each layer, molecules are related by three cyclic hydrogen bonded ring motifs,
PA
PC
PB
N(2)–H(2’)···N(3), O(1)–H(1)···O(2), O(1)–H(1)···N(1) and non-covalent C(7)–H(7)···N(3), C(5)–
H(5)···O(1) interactions and can be represented by , and graph-set motif notations.
These five hydrogen bonds together form a 2D supramolecular motif.
Figure 5. Hydrogen bonding patterns in HBIH forms A, B and C
The comparison of the hydrogen-bonding network for PA and PB reveals that they are only concomitant
polymorphs. The supramolecular organization is comprised of two dimensional layers in which molecules
are stacked in columns. The subtle difference in supramolecular architecture arises due to the differences
in the number of intermolecular interactions.
3.3. Simulated powder X-ray diffraction analysis
The most reliable way to distinguish these polymorphs is by powder X-ray diffraction analysis. The
experimental and simulated diffraction patterns (Figure 6) for each form of HBIH (PA, PB and PC) are
compared to highlight the subtle differences of the phases in each of these three forms. As shown, the
Synthon 1 (in form PC) Synthon 2 (in form PC) Synthon 3 (in form PC)
Synthon 4 (in form PB) Synthon 5 (in form PB)
Synthon 6 (in form PB) Synthon 7 (in form PA and PC)
simulated PXRD patterns are almost similar, establishing a close relationship between the structures, and
justifies the phase purity of the compounds. Variations in relative intensities and positions are most likely
being accounted for by some preferred orientation of the samples in the powder X-ray experiment.
Figure 6. Experimental and simulated powder patterns of PA, PB and PC.
3.4. Vibrational spectra and band assignments
The Raman and IR spectra of the three forms were recorded from solid state samples at room temperature.
The spectra exhibit nearly identical features for all three polymorphs. They are presented in Figures 7-9.
The vibrational frequencies and the tentative assignments of the observed bands are gathered in Table 3.
Forms PA and PB produce subtle differences in the peak positions across the entire spectrum which differ
only by <8 cm-1 and provides additional evidence for the structural similarity of the two forms. However,
form PC showed significant differences in position and intensity of the spectral bands due to lattice water.
The OH stretching vibrations centered around 3430 cm-1 are very intense in the IR spectrum, as the two
atoms involved in the vibrational mode have a large electronegativity difference, which is much less in
the Raman spectrum because the bond electronic density that can be deformed under the action of the
electric field is small. In PA and PB the band around 3020 cm-1 is attributed to aromatic CH stretching. An
additional band at 3287 cm-1 is found in the IR spectrum of polymorph PA, which is weak in PB and PC
corresponding to NH stretching vibrations. The bands at 1644, 1642 and 1658 cm-1 in the IR spectra are
assigned purely to ν(C=N) which are inactive in Raman [24, 25]. The spectrum of PC shows some
additional peaks at 3221 and 1549 cm-1 making them particularly diagnostic. The broad band at 3221 cm-1
corresponds to the O–H stretching of lattice water. The region 1500- 1700 cm-1 is conquered by the
bands associated with C=O, C=N and benzene ring stretching vibrations, which are partially coupled to
in-plane CH and NH deformations [23]. The C=N stretch appears only in the IR spectrum, at 1644 in PA
PA PB PC
Simulated
Experimental
and at 1642 cm-1 in PB. A medium Intensity Raman band at 1553 cm-1 is assigned to the C=O stretching
vibration. The aromatic breathing mode observed around 1600 cm-1 is very intense in the Raman spectra,
but with much reduced intensity in the IR spectra of PA and PB.
The bands around 1445 (Raman) and 1510 cm-1 (Raman and IR) in the spectra of PA, PB and PC are
attributed to modes involving benzene ring in-plane CH and NH deformations. The CO and CC stretching
vibrations in the Raman spectra are associated with the bands at 1287 and 1221 cm-1 respectively for PA
and PB. The contribution of the CO stretching is mainly evident in bands observed in the region nearby to
1287 cm-1 in both Raman and IR spectra. The region 700-1000 cm-1 is predominantly assigned to
aromatic out-of-plane CH deformation and CN ring deformations which give rise to weak bands in the IR
spectrum. These spectral alterations between the polymorphs reflects changes in the nature of hydrogen-
bond geometries.
Figure 7. Comparative FT-IR spectra of HBIH Figure 8. Comparative FT-Raman spectra of
HBIH
Figure 9. FT-IR and Raman spectra of PA
Table 3. Experimental Raman and IR spectral parameters for PA, PB and PC
PA PB PC Assignment
Raman IR Raman IR Raman IR
3428 m 3427 m 3435 m ν(OH)
3287 vw ν(NH)
3022 w 3020 w 3030 w ν(CH)
3221 m ν(OH)
1644 s 1642 s 1658 s ν(C=N)
1598 s 1607 w 1600 s 1609 w 1601 s 1592 s ν(C=C)
1553 m 1583 s 1553 m 1580 s 1553 m 1558 s ν(C=O)
1509 w 1517 s 1510 w 15015 s 1512 m 1518 s δip(NH)
1445 m 1443 m 1445 m δip(CH)
1287 m 1286 s 1287 m 1286 s 1287 s 1286 s ν(C–O)
1221 m 1221 m 1228 s 1223 w ν(C–N)
1169 m 1162 m 1161 m 1162 m 1154 s 1162 m ν(C–C)
1058 m 1063 1051 w 1054 1058 w 1063 δip(CH)
991 w 980 vw 991 w 980 vw 984 m 980 vw δop(CH)
831 w 831 w 839 s δop(CH)
748 w 748 w 748 m δop(CN)
3.5. Thermal Analysis
A comparison was performed between the TG, DTA and DSC traces of all three polymorphs (Figure 10),
and the profiles of the curves reveal that all of the polymorphs have identical decomposition patterns. The
DTA traces are slightly different and have only one peak corresponding to the melting of the compound.
Form PA has a slightly higher decomposition temperature (316 °C) than that of PB (302 °C). Analyzing
the thermogravimetric curve of PC, it is possible to observe a first weight loss in the temperature range of
82-131 °C that corresponds to the loss of water of crystallization (obsd. 3.63 %, cald. 3.47 %) [26]. This
assignment was confirmed by differential scanning calorimetry and DTA observations.
Figure 10. TG (a), DTA (b) and DSC (c) profiles of form PA, PB and PC
c a b
The melting points of PA (302.76 °C) and PB (302.31 °C) were identified from DSC traces. PC (292.07 °C)
have much lower melting points compared to the unhydrated forms. The polymorphs are stable upto 255
°C and at this phase the compounds start to disintegrate with significant weight loss. Maximum rate of
decomposition is shown at this stage. It was not possible to calculate the final mass residue due to
complete decomposition of compounds.
The elemental analysis of HBIH in all three forms are in good agreement with observed and calculated
values (Table S5).
3.6. Computational details
3.6.1. Hirshfeld surface analysis
In order to visualize and quantify the contributions of intermolecular interactions to the supramolecular
assembly across the three forms, Hirshfeld surface analysis was carried out. By using the
crystallographic data, the contact points were visualized through dark red spots on the Hirshfeld surface
(HS). The analysis were based on crystal geometries and performed on the asymmetric unit of each form.
The shape of the generated HS’s for polymorphs PA and PB show marked differences (Figure 11), which
are related to dissimilarities in packing and intermolecular interactions in the crystal lattices of both
polymorphs. The curvature mapped on the HS demonstrate the apparent surface dissemblance, which is
presented in Figure S2. The volume and total area of the HS are slightly larger for form PB than for the PA
form (278.93 Å3 vs. 281.23 Å2 and 275.32 Å3 vs. 279.77 Å2, respectively). However, the HS of form PC
shows close resemblance with the polymorphic PB form. The similarities result from nearly identical
distribution of the contact interactions.
Figure 11. dnorm mapped on Hirshfeld surfaces of the asymmetric unit of the three forms PA, PB and PC
respectively.
PA PB Pc
Figure 12. Percentage contributions to the Hirshfeld surface area for the various close intermolecular
contacts in the three forms
Figure 13. Intermolecular interactions of PA, PB and PC mapped on dnorm surfaces.
The molecule HBIH in all three forms exhibit different intermolecular contacts. However, the
discrepancies in interactions can be gauged from the changes in area of the HS surfaces and
corresponding fingerprint plots. The comparability and dissimilarities of intermolecular contacts in
different molecular environments of the three forms are quantified and the resulting histogram is depicted
in Figure 12. Hirshfeld surfaces and the related fingerprint plots together help quantifying intermolecular
contacts conveniently [27].
PA PA
PB
PC
Figure 14. 2D fingerprint plots for A, B and C. The spikes labelled with pink (H···H), blue (C···H),
green (O···H) and red (N···H) triangles depict the characteristic features of the fingerprint plots.
The predominant interactions between HBIH molecules in the three forms can be seen in the Hirshfeld
surfaces as deep red spots obtained as a result of hydrogen bond acceptors of types N−H∙∙∙O, C−H∙∙∙O and
O−H∙∙∙O on the HS of PA and due to hydrogen bond acceptors of types N−H∙∙∙N, C−H∙∙∙O, O−H∙∙∙O,
O−H∙∙∙N and C−H∙∙∙N on the HS of PB. O−H∙∙∙N and N−H∙∙∙O, C−H∙∙∙O, O−H∙∙∙O interactions associated
with lattice H2O significantly contribute to the HS of PC (Figure 13).
H···H, C···H, N···H and O···H interactions play a major role covering 95%, 82% and 88% of the total
HS areas in the case of PA, PB and PC respectively. The H∙∙∙H interactions, which are mirrored at the
center of the scattered points cover most area in the 2-D fingerprint plots of PB and PC, and therefore are
more responsible for stabilization of the crystal packing. (Figure 14). The distributions of de and di
distances are very similar for the N∙∙∙H and O∙∙∙H interactions which appear as a pair of very sharp spikes
of almost equal length in three forms. The most significant differences between the two polymorphs are
found for the C∙∙∙H (ca. 21% more in PA than PB) and for H∙∙∙H interactions (ca. 13.5% more in PB than
PA). Additionally, the C∙∙∙H and H∙∙∙C wing patterns illustrated in the FP plots are less symmetric for PB
than for form PA (Figure S3). The contribution of C∙∙∙C interactions to the total Hirshfeld surface of PB
(ca. 8.1%) is apparently larger and shore up the presence of a face-to-face stacking interaction between
the molecules. Evidently, distributions of intermolecular contacts visualized in the form of the fingerprint
plots, symmetry of such a distribution, and density of the points, seem to be perfectly suited for
characterization of interactions in the crystal phase [9].
A B C
3.6.2. Interaction energy calculation
The interaction energy values (Table 4) for all the three forms were explored via a cluster of nearest
neighboring molecules of radius 3.8 Å around the molecule in the asymmetric unit. The pair-wise
individual energy profiles (Eele, Epol, Edis, Erep) and total energy profile, Etot, for each form are given in
Figures 15, S4 and S5. In each cluster, the molecular pairs are uniquely color coded (Figure 16, S6 and
S7). The average interaction energy values calculated for forms PA, PB and PC are very close (-113.8, -
116.8 and -104.95, respectively, for forms PA, PB and PC). Not surprisingly, the values for the
polymorphic forms PA and PB are fairly comparable and form PB appears to be the energetically most
stable form.
Table 4. Interaction Energies calculated from the CrystalExplorer (kJ/mol)
Forms Eelec Epol Edis Erepl Etot Average Etot
PA -154 -39.4 -206.4 233.1 -227.6 -113.8
PB -119.3 -36.3 -215.8 174.1 -233.6 -116.8
PC -116 -35.6 -179.4 153.8 209.9 -104.95
Figure 15. Molecular pairs and the interaction energies (kJ/mol) obtained from energy framework
calculation for PA
Figure 16. Color coding for the neighboring molecules around the asymmetric unit in PB. The asymmetric
unit is shown with atom type color.
The quantitative differences in interaction energy values between the three forms arises due the
differences in crystal packing. Different symmetry independent molecules are shown by different color
codes. Furthermore, we discerned that from the contact interactions in terms of energetics. In form PA the
distance (5.36 Å) between the molecular centroids associated with N(2)–H(2’)···O(2), C(7)–H(7)···O(2)
interaction is slightly lower than the distance (9.08 and 8.83 Å) between molecular centroids associated
with O(1)–H(1)···O(2), O(1)–H(1)···N(1) and C(5)–H(5)···O(1) interactions in PB.
3.6.3. Energy frameworks analysis
The three dimensional topology of interactions for all three forms were constructed based on the obtained
values of interaction energies and the frameworks visualized using CrystalExplorer 17.5. The tube size
(scale factor) used in all the energy frameworks was 80 and the energy threshold (cut-off) value was set to
zero.
It is observed that hydrogen bonding interaction dominates the crystal packing of all three of these
compounds. In order to visualize and analyze these supramolecular features qualitatively, ‘energy
frameworks’ were constructed using CrystalExplorer. The obtained values of interaction energies were
used for the construction of energy frameworks (Figure 17). The pairwise interaction energies in the
crystal structures are represented as cylinders joining the molecules. The radii of these cylinders are set
relative to the strength of the intermolecular interaction [28]. Energy frameworks show that the dispersion
term is the major contribution to the total intermolecular energy in all the forms. Significant variations in
the dimensions of the pillars, crossbars and columns are observed between forms PA, PB and PC. Different
donor-acceptor pairs with different energies bring about the incomparable energy distribution patterns for
these compounds.
Electrostatic term Dispersion term Total interaction energy
PC
c-a
xis
PB
c-ax
is
PA
b-a
xis
Figure 17. Energy frameworks corresponding to the different energy components and the total interaction
energy for forms PA, PB and PC.
Conclusion
To summarize, the preparation and rational analysis of two polymorphic forms and one hydrated form of
p-hydroxybenzaldehydeisonicotinicacid hydrazone have been reported and characterized with different
crystallographic, spectroscopic and thermal methods. The intensive effect of additives for the
crystallization of polymorphs were studied. The solvent effect was also observed in polymorphism. The
comparative crystal structure analysis revealed that the polymorphs have different packing patterns. All
three forms of the compound are slightly different in terms of molecular conformation and consequently
in terms of supramolecular synthons. Hydrogen bonding is the dominating interaction in the construction
of supramolecular architecture. The X-ray structure analysis was supported by a detailed Hirshfeld
surface analysis. Symmetry and the shapes of the distributions of intermolecular contacts have been
analyzed and visualized in terms of the fingerprint plots.
Appendix A. Supplementary data
CCDC 1843609, 1846303-304 contains the supplementary crystallographic data for compound
PA, PB and PC respectively. Copies of this information may be obtained free of charge via
www.ccdc.cam.ac.uk/conts/retrieving.html or from the Director, CCDC, 12 Union Road, Cambridge,
CB2, IEZ, UK (fax: +44-1223-336-033; e-mail: [email protected]).
Acknowledgements
Lincy Tom gratefully acknowledges CSIR, New Delhi, India for financial support in the form of a Senior
Research Fellowship. The authors are thankful to the Sophisticated Analytical Instrumentation Facility
(SAIF), Kochi India, SPAP, M.G. University Kottayam, for single crystal X-ray diffraction
measurements. We thank the School of Physical Sciences, Central University of Kerala for thermal and
PXRD analysis. We also thank SAIF, M.G. University, Kottayam, for Raman studies. JPJ acknowledges
the NSF--MRI program (Grant No. CHE-1039027) for funds to purchase the Rigaku X-ray
diffractometer.
References
[1] G. R. Desiraju, Angew. Chemie - Int. Ed., 46 (2007) 8342–8356.
[2] G. P. Stahly, Cryst. Growth Des., 7 (2007) 1007–1026.
[3] R. Censi and P. Di Martino, Molecules., 20 (2015) 18759–18776.
[4] S. S. Sreekumar, N. Mohan and M. R. P. Kurup, Polyhedron (2017) 6493–6502.
[5] A. M. Healy, Z. A. Worku, D. Kumar and A. M. Madi, Adv. Drug Deliv. Rev., 117 (2017) 25–46.
[6] D. Palanisamy and S. Karuppannan, Procedia Eng., 141 (2016) 70–77.
[7] A. Kons, A. Be and A. Actin, Cryst. Growth Des. 17 (2017) 1146-1158.
[8] A. L. Belladona, A. R. Meyer, N. Zanatta, G. Bonacorso and C. P. Frizzo, CrystEngComm., 18 (2016)
3866–3876.
[9] A. A. Hoser and D. M. Kamin, (2013) 1978–1988.
[10] G. M. Sheldrick, Acta Cryst. C71 (2015) 3-8.
[11] L.J. Farrugia, J. Appl. Cryst. 30 (1997) 565.
[12] C. F. Macrae, P. R. Edgington, P. McCabe, E. Pidcock, G. P. Shields, R. Taylor, M. Towler and J. Van De
Streek, J. Appl. Crystallogr., 39 (2006) 453–457.
[13] S. Weber, J. Appl. Crystallogr., 32 (1999) 1028–1028.
[14] M. J. Turner, J. J. McKinnon, D. Jayatilaka and M. A. Spackman, CrystEngComm., 13 (2011) 1804–1813.
[15] M. A. Spackman and D. Jayatilaka, CrystEngComm., 11 (2009) 19–32.
[16] M. A. Spackman and J. J. McKinnon, CrystEngComm., 4 (2002) 378–392.
[17] M. J. Turner, S. P. Thomas, M. W. Shi, D. Jayatilaka and M. A. Spackman, Chem. Commun., 51 (2015)
3735–3738.
[18] Q.-L. Deng, M. Yu, X. Chen, C.-H. Diao, Z.-L. Jing and Z. Fan, Acta Crystallogr. Sect. E Struct. Reports
Online., 61 (2005) o2545–o2546.
[19] X. S. Tai, F. Y. Kong and J. Yin, Acta Crystallogr. Sect. E Struct. Reports Online., 63 , (2007) 79–80.
[20] M. Kitamura, CrystEngComm., 11 (2009) 949.
[21] T. Gelbrich, D. S. Hughes, M. B. Hursthouse and T. L. Threlfall, CrystEngComm., 10 (2008) 1328.
[22] N. C. Kasuga, Y. Saito, H. Sato and K. Yamaguchi, Acta Cryst. E71 (2015) 483–486.
[23] B. B. Shrestha, S. Higashibayashi and H. Sakurai, BeNstein J.Org. Chem.10 (2014) 841–847.
[24] M.M. Fousiamol, M. Sithambaresan, V.A. Smolenski, J.P. Jasinski, M. R.P. Kurup, Polyhedron 141 (2018)
60-68.
[25] N. Aiswarya, M. Sithambaresan, S. S. Sreejith, S. Weng and M. R. P. Kurup, Inorganica Chim. Acta., 443
(2016) 251–266.
[26] D. Kuriakose, A. A. Aravindakshan and M. R. P. Kurup, Polyhedron, 127 (2017) 84–96.
[27] K. K. Jha, S. Dutta, V. Kumar and P. Munshi, CrystEngComm., 18 (2016) 8497–8505.
[28] D. Dey, S. Bhandary, S. P. Thomas, M. A. Spackman and D. Chopra, Phys. Chem. Chem. Phys., 18 (2016)
31811–31820.
download fileview on ChemRxivmrp 201.pdf (1.93 MiB)