Victorio Saez Talens1, Joyal Davis1, Chia-Hua Wu2, Zhili Wen2, Francesca Lauria1, Karthick Babu Sai Sankar Gupta1, Raisa Rudge1, Mahsa Boraghi2, Alexander Hagemeijer1, Thuat T Trinh3, Pablo Englebienne4, Ilja K Voets5, Judy I Wu2, Roxanne E Kieltyka1. 1. Supramolecular and Biomaterials Chemistry, Leiden Institute of Chemistry, Leiden University, P.O. Box 9502, 2300 RA, Leiden, The Netherlands. 2. Department of Chemistry, University of Houston, Houston, Texas 77204, United States. 3. Department of Chemistry, Norwegian University of Science and Technology, 7491 Trondheim, Norway. 4. Process & Energy Laboratory, Delft University of Technology, Leeghwaterstraat 39, 2628 CB Delft, The Netherlands. 5. Laboratory of Self-Organizing Soft Matter and Institute for Complex Molecular Systems, Eindhoven University of Technology, P.O. Box 513, 5600 MD, Eindhoven, The Netherlands.
Abstract
Despite a growing understanding of factors that drive monomer self-assembly to form supramolecular polymers, the effects of aromaticity gain have been largely ignored. Herein, we document the aromaticity gain in two different self-assembly modes of squaramide-based bolaamphiphiles. Importantly, O → S substitution in squaramide synthons resulted in supramolecular polymers with increased fiber flexibility and lower degrees of polymerization. Computations and spectroscopic experiments suggest that the oxo- and thiosquaramide bolaamphiphiles self-assemble into "head-to-tail" versus "stacked" arrangements, respectively. Computed energetic and magnetic criteria of aromaticity reveal that both modes of self-assembly increase the aromatic character of the squaramide synthons, giving rise to stronger intermolecular interactions in the resultant supramolecular polymer structures. These examples suggest that both hydrogen-bonding and stacking interactions can result in increased aromaticity upon self-assembly, highlighting its relevance in monomer design.
Despite a growing understanding of factors that drive monomer self-assembly to form supramolecular polymers, the effects of aromaticity gain have been largely ignored. Herein, we document the aromaticity gain in two different self-assembly modes of squaramide-based bolaamphiphiles. Importantly, O → S substitution in squaramide synthons resulted in supramolecular polymers with increased fiber flexibility and lower degrees of polymerization. Computations and spectroscopic experiments suggest that the oxo- and thiosquaramide bolaamphiphiles self-assemble into "head-to-tail" versus "stacked" arrangements, respectively. Computed energetic and magneticcriteria of aromaticity reveal that both modes of self-assembly increase the aromaticcharacter of the squaramide synthons, giving rise to stronger intermolecular interactions in the resultant supramolecular polymer structures. These examples suggest that both hydrogen-bonding and stacking interactions can result in increased aromaticity upon self-assembly, highlighting its relevance in monomer design.
Supramolecular polymers
are endowed with unique properties, such
as responsiveness and self-healing,[1−3] due to the inherent dynamic
nature of the noncovalent interactions they are based on, leading
to numerous potential applications as biomedical materials, adhesives,
inks, or personal care products.[4−6] Noncovalent interactions, including
hydrogen-bonding,[7−12] π-stacking, solvophobicity, and van der Waals, are responsible
for their self-assembly into hierarchical architectures through stacking
or molecular recognition of polymeric precursors.[13−20] Over the past years, the growing number of synthesized monomers
has contributed significantly to the development of general design
rules to facilitate monomer self-assembly in organic solvents and
water. However, to further guide their rational design, it is necessary
to understand factors that influence the strengths of competing noncovalent
interactions either within a monomer or between them. Here, we demonstrate
the impact of the combination of hydrogen bonding and stacking interactions
with aromaticity gain on the mode of monomer self-assembly in a supramolecular
polymer.Recent works from Wu and Jackson and their co-workers
demonstrated
computationally[21−23] and experimentally[24] that
aromaticity gain can significantly influence the intermolecular hydrogen-bonding
abilities of heterocyclic, π-conjugated monomers. Hydrogen-bonding
interactions are stronger than expected if they increase cyclic (4n + 2)π-electron delocalization (i.e., increase aromaticity)
in the hydrogen-bonded heterocycles but are weaker if they reduce
cyclic (4n + 2)π-electron delocalization (decrease
aromaticity) in heterocycles.[21,22,24] Such effects are especially pronounced when hydrogen-bonded assemblies
of cyclic π-conjugated motifs are considered, as the effects
of aromaticity gain in each of the synthon rings can add up to an
astonishing overall aromatization of the self-assembled system.[23] Concurrently, the Kieltyka group reported the
self-assembly of a novel squaramide-based bolaamphiphile that takes
advantage of an aromaticity gain to form robust supramolecular polymers
in water.[25] Squaramides[26−29] are ditopichydrogen-bonding
synthons that can self-associate through two hydrogen-bond acceptors
(C=O groups) and two hydrogen-bond donors (N–H groups)
directly opposite one another on a cyclobutenedione ring. Upon hydrogen
bonding at both ends simultaneously, the two C=O π-bonds
and the two N lone pairs become polarized to give increased cyclic
2π-electron delocalization (4n + 2, n = 0) in the four-membered ring (Figure a). Evidence based on experiment and computations
revealed that the reciprocal effects of hydrogen bonding and aromaticity
intensify with the head-to-tail polymerization of squaramide-based
bolaamphiphiles, further reinforcing these interactions.[25]
Figure 1
(a) Hydrogen bonding increases the aromatic character
in oxosquaramide;
the resonance form on the right shows increased cyclic 2π-electron
delocalization in the four-membered ring. (b) Carbonyls (C=O)
typically form hydrogen bonds with small deviations from the lone-pair
(xy) plane, but thiocarbonyls (C=S) can engage
in hydrogen bonds with C=S···H angles of close
to 90°. As a result, C=O- and C=S-containing synthons
are expected to promote drastically different self-assembly modes.
(c) Structures of the oxosquaramide (1a and 1b) and thiosquaramide (2a and 2b) bolaamphiphiles
under study. Compounds 1a and 1b self-assemble
into rigid fibers (top), while 2a and 2b self-assemble into short flexible rodlike structures (bottom). This
disparity is attributed to the “head-to-tail” self-assembly
of the oxosquaramides 1′ versus the “stacked”
self-assembly of the thiosquaramides 2′.
(a) Hydrogen bonding increases the aromaticcharacter
in oxosquaramide;
the resonance form on the right shows increased cyclic 2π-electron
delocalization in the four-membered ring. (b) Carbonyls (C=O)
typically form hydrogen bonds with small deviations from the lone-pair
(xy) plane, but thiocarbonyls (C=S) can engage
in hydrogen bonds with C=S···H angles of close
to 90°. As a result, C=O- and C=S-containing synthons
are expected to promote drastically different self-assembly modes.
(c) Structures of the oxosquaramide (1a and 1b) and thiosquaramide (2a and 2b) bolaamphiphiles
under study. Compounds 1a and 1b self-assemble
into rigid fibers (top), while 2a and 2b self-assemble into short flexible rodlike structures (bottom). This
disparity is attributed to the “head-to-tail” self-assembly
of the oxosquaramides 1′ versus the “stacked”
self-assembly of the thiosquaramides 2′.Inspired by these results, we performed an O →
S exchange
of the carbonyl moieties to compare the effects of aromatic gain in
monomers on the self-assembly of oxosquaramide-based bolaamphiphiles
relative to their thiosquaramidecounterparts. Thiosquaramides, with
their enhanced acidity and lipophilicity compared to oxosquaramides,[30] can potentially self-assemble in very different
ways due to the unique supramolecular interactions enabled by their
two thiocarbonyls. Thiocarbonyls are typically considered to be weaker
hydrogen-bond acceptors compared to carbonyls,[31] but they can engage in effective S···π
interactions as well as less-directional hydrogen-bond interactions
due to the more polarizable nature of the S lone pairs.[32,33] Studies based on a survey of carbonyl- and thiocarbonyl-containing
structures in the Cambridge Structural Database (CSD),[34] for example, have shown that C=O···H
hydrogen bonds generally exhibit small deviations (0° to 20°)
from the lone-pair plane (i.e., the plane defined by the two sets
of O lone pairs; see the xy plane in Figure b, top), while C=S···H
interactions can deviate significantly from the lone-pair plane, displaying
close to 90° lone-pair plane···H angles (see Figure b, bottom) because
of the belt distribution of electrons on sulfur. Thus, C=S-containing
synthons may give rise to drastically different self-assembled polymerscompared to analogous C=O-containing synthons due to the oblique
modes of contact they enable.[35−37] Here, we show indeed that, upon
O → S exchange, monomers of 1 and 2 self-assemble into supramolecular polymers with surprisingly different
morphologies as a consequence of the self-assembly modes of the monomers:
oxosquaramides 1 self-assemble “head-to-tail”,
while thiosquaramides 2 “stack” on top
of each other due to the wider range of angles permitted by sulfur
to engage in C=S···H interactions (see the illustration
of self-assembled N-methyloxosquaramides 1′ and N-methylthiosquaramides 2′ in Figure c).In this study, we report computations and experiments to document
the effects of aromaticity gain in the self-assembly of oxo- and thiosquaramide
bolaamphiphiles. Despite the different three-dimensional arrangements
of self-assembled oxo- versus thiosquaramide synthons, computations
suggest that both modes of assembly enhance the aromaticcharacter
of the respective squaramide monomers, leading to stronger intermolecular
interactions between them and resulting in distinct self-assemblies
into their respective supramolecular polymers.
Results
Synthesis and
Characterization of Squaramide-Based Bolaamphiphiles
The
molecular design of the squaramide-based bolaamphiphiles 1 and 2 consists of two squaramide synthons embedded
within a hydrophobiccore of alkyl chains, surrounded by oligo(ethylene
glycol)s to drive their nanophase segregation and one-dimensional
self-assembly in water (see Figure c). In the original design of 1a,[25] activation of the poly(ethylene glycol) by 1,1-carbonyldiimidazole
was used to couple to the hydrophobic spacer because of its synthetic
facility, but to eliminate any effects imparted by the formed carbamate
on the self-assembly, an identical molecule bearing an ether between
these domains was also synthesized and compared. The oxo-derivative
lacking the carbamate moieties (1b) was prepared by an
alternate synthetic protocol (Figure S1 and Materials and Methods, Supporting Information (SI)], resulting in moderate
yields after reverse-phase column chromatography. Subsequently, thio-analogues 2a and 2b were prepared by reacting 1a and 1b, respectively, with a ∼30-fold excess
of pentathiodiphosphorus(V) acid-P,P′-bis(pyridinium betaine) in acetonitrile at room temperature.
Liquid chromatography/mass spectrometry (LC–MS) was used to
determine the end point of the reaction, as extended reaction times
resulted in decomposition of the amphiphiles. Notably, under these
conditions selective thionation of the carbonyl groups of the squaramide
moieties (Figure S2, SI) was achieved.
This result is analogous to the selective conversion of different
types of carbonyls achieved with Lawesson’s reagent at room
temperature.[38] Purification by preparative
high-performance reverse-phase column chromatography (HPLC) required
absence of acid in the mobile phase due to sensitivity of the thiosquaramide
moiety, giving rise to the compounds in moderate yields (40% 2a, 47% 2b). Carbon-13 nuclear magnetic resonance
(13C-NMR) showed a downfield shift of Δδ ≈
20 ppm of the C=S of the thiosquaramidecompared to the C=O
signal, and a Δδ ≈ 2–4 ppm of the C=C
within the cyclobutenedione ring (Figure S3, SI). The identity and purity of the synthesized compounds were
confirmed by a combination of several characterization techniques,
including 1H-NMR, 13C-NMR, LC–MS, HR-MS,
and ATR-FTIR (see the Supporting Information).
Monomer 2 Forms Shorter and More Flexible Supramolecular
Polymers Than 1 in Water
Cryogenic transmission
electron microscopy (cryo-TEM) and small-angle X-ray scattering (SAXS)
experiments probed the morphology and internal structure of the squaramide-based
supramolecular polymers in water. These techniques revealed surprisingly
different aggregate morphologies, suggestive of a dissimilar mode
of self-assembly for oxosquaramides and thiosquaramides in their respective
fibers. Both 1a and 1b resulted in high-aspect-ratio
fibers with lengths of 235 ± 118 and 246 ± 176 nm, respectively
[Figures a,b and S4 and S5 (SI)]. In contrast, the thionated 2a and 2b were 5–10 times shorter, displaying
rodlike structures with lengths of 41 ± 18 and 24 ± 27 nm,
respectively [Figures a,b and S4 and S5 (SI)], but showing a
comparable critical aggregation concentration (1.41 × 10–5 M) (Figure S6, SI). The
oxosquaramide supramolecular polymers (1a, 5.8 ±
1.2 nm; 1b, 5.7 ± 1.2 nm) were also slightly thicker
than the thiosquaramide derivatives (2a, 4.8 ± 1.3
nm; 2b, 3.9 ± 1.1 nm) [Figures c and S5 (SI)].
Overall, by comparison of the molecules with and without the peripheral
carbamates by cryo-TEM, these results suggest that the squaramide
synthons are largely responsible for the observed self-assembled structures.
Figure 2
(a) Cryo-TEM
images of 1a (left) and 2a (right) in aqueous
solution (580 μM) after overnight equilibration.
Scale bar: 100 nm. (b) Histograms of length distributions of 1a (left) and 2a (right) (N =
50, with average lengths of 235 ± 118 nm for 1a and
41 ± 18 nm for 2a). (c) Histograms of width distributions
of 1a (left) and 2a (right) (N = 50, with average widths of 5.8 ± 1.2 nm for 1a and 4.8 ± 1.3 nm for 2a). (d) End-to-end distance
plots (⟨R2⟩) as a function
of contour length for 1a (left) and 2a (right),
respectively, determined by cryo-TEM (blue open circles). Least-square
fits are shown as red lines. (e) Fiber contours of 1a (left) and 2a (right) analyzed from cryo-TEM images,
where initial tangents were aligned (contour lengths of 252 ±
116 nm for 1a and 77 ± 17 nm for 2a).
(a) Cryo-TEM
images of 1a (left) and 2a (right) in aqueous
solution (580 μM) after overnight equilibration.
Scale bar: 100 nm. (b) Histograms of length distributions of 1a (left) and 2a (right) (N =
50, with average lengths of 235 ± 118 nm for 1a and
41 ± 18 nm for 2a). (c) Histograms of width distributions
of 1a (left) and 2a (right) (N = 50, with average widths of 5.8 ± 1.2 nm for 1a and 4.8 ± 1.3 nm for 2a). (d) End-to-end distance
plots (⟨R2⟩) as a function
of contour length for 1a (left) and 2a (right),
respectively, determined by cryo-TEM (blue open circles). Least-square
fits are shown as red lines. (e) Fiber contours of 1a (left) and 2a (right) analyzed from cryo-TEM images,
where initial tangents were aligned (contour lengths of 252 ±
116 nm for 1a and 77 ± 17 nm for 2a).Statistical analyses of the cryo-TEM
images with respect to the
shape fluctuations of the supramolecular polymer structures suggest
that 1a forms long, rigid, high-aspect ratio fibers,
while 2a forms short, semiflexible, rodlike structures.
Tracking of the contour lengths of the fibrillar assemblies using
Easyworm software[39] provided values of
252 ± 116 nm for 1a and 77 ± 17 nm for 2a (Figure d,e). Figure d displays
the mean square end-to-end distance ⟨R2⟩ plots as a function of the contour length for the
fiber (1a) and rodlike (2a) structures,
respectively. The persistence length (Pl), which quantifies the stiffness of a semiflexible polymer, was
determined from the ⟨R2⟩
value by applying the wormlike chain model (WLC) (see the Supporting Information).[39] Supramolecular polymers of 1a displayed much larger Pl values (581 ± 76 nm)[39] compared to those of 2a (47 ± 4 nm),
indicating different mechanical properties for the oxo- versus thiosquaramide
analogues. From Pl, the bending rigidity
of the assembly of 1a [(2.4 ± 0.3) × 10–27 N m2] was determined to be around 10-fold
greater relative to that of 2a [(1.9 ± 0.2) ×
10–28 N m2].Light-scattering experiments
provided further insight into the
aggregates of the oxo- versus thiosquaramide-based monomers in solution.
Static light scattering (SLS) measurements of monomers 1a and 2a (Figure S7, SI) were
performed to compare their polymerization in water and their depolymerization
with the addition of a “good” solvent such as CH3CN to water, using a H2O–CH3CN
(6:4) solution. Scattered light intensities of supramolecular polymers
of 1a and 2a indicated the presence of large
objects in H2O. When 1a and 2a were dissolved in H2O–CH3CN (6:4),
a large decrease in scattering intensity was recorded, consistent
with the depolymerization of the squaramide-based supramolecular polymers
through solvation of the bolaamphiphiles; this effect was less pronounced
for 2a.Small-angle X-ray scattering (SAXS) was
performed to understand
the morphology of the self-assembled aggregates. We previously found
that self-assemblies of 1a display I ∝ q scaling in the low-q regime (Figure a, blue line), which is characteristic of
fiberlike objects.[25] The data were modeled
with a form factor for homogeneous cylinders, yielding a cross-sectional
radius (rcs) of ∼3.4 nm. From this
data, the cross-sectional mass per unit length (ML) of 1a was determined (Table S1, SI), yielding a comparable number of bolaamphiphiles
within the cross-section as reported earlier by our group.[25] Supramolecular polymers of 2a exhibit
this characteristic I ∝ q scaling at small q values (Figure a,
green line), but they were better modeled with a form factor for semiflexible
homogeneous cylinders, resulting in an rcs (∼2.3 nm) on par with cryo-TEM images. From the ML of 2a, approximately 10–14 bolaamphiphiles
per nm (see Supporting Information) were
determined to be within the fiber cross-section. SAXS measurements
of 1b (once again I ∝ q) showed similar scattering
profiles to 1a with the carbamate moiety, whereas 2b displayed a significantly reduced q-slope,
indicating the coexistence of fiberlike and spherical morphologies
(Figures S8 and S9, SI). Consequently,
the morphological differences and monomer packing found within the
cross-section of 1 versus 2 clearly suggest
that the mode of monomer self-assembly is different for the oxo- and
thiosquaramide analogues.
Figure 3
(a) Experimental SAXS profiles of 1a and 2a (5 mg mL–1). The curves are
modeled with a form
factor for homogeneous and flexible homogeneous cylinders for 1a and 2a, respectively. The blue curve is shifted
vertically by multiplying by a factor of 10 to enable comparison of
the two profiles. (b) UV–vis spectra of 1a and 2a (c = 30
μM) in H2O (solid line) and H2O–CH3CN (6:4) (dotted line).
(a) Experimental SAXS profiles of 1a and 2a (5 mg mL–1). The curves are
modeled with a form
factor for homogeneous and flexible homogeneous cylinders for 1a and 2a, respectively. The blue curve is shifted
vertically by multiplying by a factor of 10 to enable comparison of
the two profiles. (b) UV–vis spectra of 1a and 2a (c = 30
μM) in H2O (solid line) and H2O–CH3CN (6:4) (dotted line).
Self-Assembled Monomers 1 and 2 Show
Dissimilar Spectroscopic Signatures in Water
Two absorption
maxima at 257 and 330 nm were recorded for 1a in water,
corresponding to its self-assembly into supramolecular polymers (Figure b, solid blue line).
When a good solvent was added to 1a, the two maxima coalesce
with an increase in absorbance at 293 nm (Figure b, dotted blue line). Conversely, the UV–vis
spectrum of thiosquaramide analog 2a in water showed
bands with maxima at 360 and 271 nm and a small shoulder around 420
nm (Figure b, solid
green line). Moreover, irrespective of the concentration of 2a (c = 0.58–58.0 μM), the spectral
profile was retained in water (Figure S10, SI). The effect of different solvents on the self-assembly of 2a was also examined (Figure S11, SI). Upon the addition of a good solvent, the band of 2a at 360 nm split into two, with a peak at 384 nm and a shoulder at
356 nm, while the band at 271 nm shifted slightly to 273 nm (Figure b, green dotted line).
Similar trends were recorded in the UV–vis spectra of 2b. Hence, stark differences in the absorbance profiles observed
for monomers 1a and 2a in the aggregated
state point to a difference in their organization within the polymers.Time-dependent density functional theory (TD-DFT) computations
were performed to rationalize the spectral differences of the oxo-
versus thio-monomers in water and in organic solvents. Two monomer
models, N-methyloxosquaramide (1′) and N-methylthiosquaramide (2′), in both the head-to-tail and stacked arrangements were examined.
UV absorption peaks for the isolated monomers and self-assembled hexamers
of 1′ and 2′ in both arrangements
were simulated in the 250 to 400 nm region and computed in implicit
solvation with a low dielectricconstant (ε < 20; see the Supporting Information) at the IEF-PCM-M06-2X/6-311+G(d,p) level, to model 1 and 2 in their polymerized and depolymerized states (see Table ).
Table 1
Computed UV–Vis Absorptions
(λmax, in nm) for the Monomers, Head-to-Tail Hexamers,
and Stacked Hexamers of 1′ and 2′ in Implicit Solvation in a Low-Dielectric Solvent at IEF-PCM-M06-2X/6-311+G(d,p)a
1′ (oxo)
2′ (thio)
monomer
263.3 (0.53)
350.4 (0.45)
263.1 (0.36)
339.1 (0.36)
head-to-tail (n = 6)
278.9 (3.05)
351.9 (3.42)
258.2 (2.47)
337.8 (1.96)
stacked (n = 6)
258.0 (1.16)
344.6 (0.94)
251.5 (1.43)
342.3 (0.98)
Only transitions with oscillator
strengths >0.35 are listed (actual value in parentheses).
Only transitions with oscillator
strengths >0.35 are listed (actual value in parentheses).Computed UV spectra of the monomer,
head-to-tail hexamer, and stacked
hexamer of 1′ suggest that oxosquaramide synthons
self-assemble through a head-to-tail mode in water and depolymerize
in low-dielectric solvents. The computed UV spectrum of the head-to-tail 1′ hexamer shows two largely separated peaks at 258.2
and 278.9 nm, corresponding to the HOMO → LUMO+1 and HOMO →
LUMO transitions of neighboring monomers. In the computed spectrum
of the monomer, these peaks coalesce and appear at 263.3 and 263.1
nm, respectively. In sharp contrast, the computed UV spectra of the
monomer, head-to-tail hexamer, and stacked hexamer of 2′ suggest that thiosquaramide synthons self-assemble in water through
a stacked mode. The computed UV spectrum of the stacked hexamer shows
two closely separated peaks at 342.3 and 344.6 nm, corresponding to
the HOMO → LUMO+1 and HOMO → LUMO transitions of neighboring
monomers. In the computed spectrum of the monomer, these peaks respectively
split to 339.1 and 350.4 nm. These computed results are consistent
with the experimentally obtained UV–vis spectra for 1a and 2a in water and H2O–CH3CN (6:4) (Figure b). For comparison, the computed UV results of the alternate self-assembly
modes, i.e., stacked for 1′ and head-to-tail for 2′, did not correlate with the experimentally observed
trends (see the data in Table ). Hence, the distinct UV–vis spectra recorded experimentally
for 1a and 2a correlate well with head-to-tail
and stacked modes, respectively, as computed by TD-DFT.The
observed spectral shifts of 1a and 2a in
the polymerized and depolymerized forms can be further rationalized
by the exciton theory of Kasha et al.[40] Computed transition dipole moments for the HOMO–LUMO and
HOMO–LUMO+1 transitions in 1′ and 2′ revealed one to be parallel and the other perpendicular
to the C2 symmetry axis of the (thio)squaramide ring (Figure ). In the computed (1′) and experimental (1a) UV–vis spectra, the simultaneous
blue- and red-shifting of the squaramide bands upon its polymerization
is consistent with the in-line and parallel alignment of the transition
dipole moments within the squaramide units, giving rise to the concomitant
formation of H- and J-bands. In the case of 2′ and 2a, supramolecular polymerization results in a
blue-shift of the monomer absorbance spectra that can be ascribed
to the formation of an H-type aggregate with a parallel arrangement
of transition dipole moments, suggesting a cofacial orientation of
the thiosquaramide units. Moreover, the weak red-shifted shoulder
observed experimentally at 420 nm is consistent with other supramolecular
polymers involving stacked chromophores that exhibit a rotational
offset in the aggregated state.[41]
Figure 4
Orbital interactions
of neighboring monomers in HOMO–LUMO
and HOMO–LUMO+1 transitions for (a) head-to-tail (for 1′) and (b) stacked (for 2′) arrangements.
The direction and magnitude of the computed transition dipole moments
for each transition are indicated.
Orbital interactions
of neighboring monomers in HOMO–LUMO
and HOMO–LUMO+1 transitions for (a) head-to-tail (for 1′) and (b) stacked (for 2′) arrangements.
The direction and magnitude of the computed transition dipole moments
for each transition are indicated.An alternative explanation for the observed shifts in the absorbance
spectra results from analyzing the symmetry of the π-orbitals
involved in the UV transitions. In the head-to-tail hexamer of 1′, the HOMO and LUMO orbitals of neighboring monomers
are out-of-phase, and thus, disrupting this disfavored interaction
leads to a red-shifted HOMO → LUMO transition (the peak at
258.2 nm shifts to 263.3 nm) upon disassembly. The HOMO and LUMO+1
orbitals of neighboring monomers are in-phase, and thus, disrupting
this bonding interaction leads to a blue-shifted HOMO → LUMO+1
transition (the peak at 278.9 nm shifts to 263.1 nm) upon disassembly
(Figure a). Overall,
the net effect is the coalescing of two peaks upon depolymerization
of an oxo-polymer.In the stacked hexamer of 2′, the HOMO and
LUMO orbitals of neighboring monomers are out-of-phase, and thus,
disrupting this disfavored interaction leads to a dominant red-shifted
HOMO → LUMO transition (the peak at 344.6 nm shifts to 350.3
nm) on disassembly. The HOMO and LUMO+1 orbitals of neighboring monomers
have mixed in-phase and out-of-phase interactions, so the absorption
shows a negligible shift upon disassembly (the peak at 342.3 nm shifts
to 339.1 nm) (Figure b). Overall, the net effect is the splitting of two coalescing peaks
upon depolymerization of the thio-polymer.To unravel the supramolecular
polymerization mechanism, a cosolvent
approach was taken to denature the self-assemblies of 1a and 2a. Changes in the absorption spectra of 1a and 2a (c = 15–40
μM) (Figures , S12) in water were monitored by titrating
the respective monomers at the same concentration in CH3CN. The degree of aggregation (αagg) was plotted
as a function of the solvent volume fraction for each monomer to determine
thermodynamic parameters when fit with the solvent denaturation model
as reported by de Greef, Meijer and co-workers.[42] The depolymerization of 1a and 2a was observed at different solvent compositions: while the disappearance
of the band at 330 nm for 1a required less CH3CN (24.5 vol %), the appearance of the band at 384 nm for 2a required more (33.3 vol %).
Figure 5
The degree of aggregation (αagg) plotted as a
function of the volume fraction of CH3CN as determined
from UV–vis denaturation experiments for 1a (a)
at λ = 330 nm and 2a (b) at λ = 384 nm. Data
for the various monomer concentrations (c = 15–40
μM) were fit with the equilibrium model. Spectral data can be
found in the Supporting Information.
The degree of aggregation (αagg) plotted as a
function of the volume fraction of CH3CN as determined
from UV–vis denaturation experiments for 1a (a)
at λ = 330 nm and 2a (b) at λ = 384 nm. Data
for the various monomer concentrations (c = 15–40
μM) were fit with the equilibrium model. Spectral data can be
found in the Supporting Information.Furthermore, titrations of 1a revealed
a cooperative
process (cooperativity parameter σ = 0.013) with a nonsigmoidal
profile, whereas a greater than an order of magnitude larger cooperativity
parameter (σ = 0.610) was determined for 2a, indicating
a substantially less cooperative supramolecular polymerization (Table S2, SI). In line with the relative amounts
of CH3CN to denature the assemblies, a more-negative ΔG° was obtained for 2a (−57.9 kJ
mol–1) in comparison to 1a (−40.2
kJ mol–1). Hence, the supramolecular polymers formed
from 2a are more stable than those of 1a, likely due to their increased hydrophobicity and stacking tendency;
however, the lesser degree of cooperativity of their polymerization
points to a difference in the noncovalent interactions responsible
for their formation. The less-directional and weaker hydrogen-bonding
interaction afforded by the thiosquaramide and its stacking preference
promote the self-assembly of 2a in a less cooperative
manner, forming shorter fibers with a decreased persistence length.
This result is in contrast to 1a, for which head-to-tail
hydrogen bonding is key to its cooperative aggregation that enables
the formation of long and rigid fibers.Fourier transform infrared
(FTIR) spectra were obtained for 1a and 2a in D2O and D2O–CD3CN (6:4)
to probe the role of hydrogen-bonding
interactions in the self-assembly of the oxo- and thiosquaramide monomers.
In D2O, 1a showed C=O stretches from
the squaramide (1645 cm–1) and carbamate (1693 cm–1) moieties, a small broad ring breathing band (1799
cm–1), and an N–H stretch from the squaramide
(3158 cm–1) (Figure , blue). When 1a was dissolved in D2O–CD3CN (6:4), the C=O bands were
shifted to lower (1641 cm–1) and higher (1698 cm–1) wavenumbers, respectively, while the ring breathing
band appeared at a lower wavenumber (1794 cm–1).
The N–H stretch was shifted to higher wavenumbers (3166 cm–1), consistent with a decrease in hydrogen bonding
between the monomers (Figure S13, SI).
In D2O, 2a showed a C=O stretch for
the carbamate moiety (1687 cm–1) and an intense
ring breathing band (1727 cm–1) (Figure , green). Additionally, the
N–H stretch of 2a was red-shifted (3140 cm–1) and higher in intensity in comparison to that of 1a, congruent with hydrogen bonding of the N–H groups
of thiosquaramide. When 2a was dissolved in D2O–CD3CN (6:4), the C=O band of the carbamate
group shifted to a higher wavenumber (1698 cm–1),
whereas the intense ring breathing band appeared at a lower wavenumber
(1720 cm–1) than in the D2O spectra.
The N–H stretch moved to a lower wavenumber (3136 cm–1) and the intensity of the peak intensity was maintained (Figure S14, SI).
Figure 6
IR spectrum recorded in the N–H
region (inset) and amide
I and amide II regions in D2O for both 1a and 2a (5.8 mM).
IR spectrum recorded in the N–H
region (inset) and amide
I and amide II regions in D2O for both 1a and 2a (5.8 mM).These results suggest
that hydrogen bonds are retained with the
addition of a good solvent and is consistent with LS data showing
less depolymerization of 2a compared to 1a. Similar trends were also observed for 1b and 2b (as well as 1a and 2a) in the
solid state (Figures S15 and S16, SI),
with removal of the carbamate moiety resulting in the loss of the
NH stretch in the range of 3300 cm–1 for both monomers.
Notably, the relatively narrow N–H stretch band of 2a would suggest the symmetrical participation of both thiosquaramide
NH groups in hydrogen bond interactions on self-assembly. Collectively,
the solution-phase IR results suggest that both 1 and 2 engage in hydrogen bond interactions upon self-assembly
through the squaramide moiety.
Solid-State NMR Studies
Support a Distinct Packing Mode of Monomers 1 and 2 in Their Aggregated States
To
provide a more comprehensive molecular picture of the self-assembly
of both monomers 1a and 2a, solid-state
NMR experiments in their aggregated and depolymerized states were
performed. Monomers dried from H2O were used to probe their
aggregated structures, whereas samples dried from H2O–CH3CN (6:4) were used to examine the depolymerized state as in
the aforementioned experiments. 1D 13C–CPMAS experiments
of 1a in both states showed nearly the same set of NMR
peaks (Figures S17 and S18, SI), with the
quaternary carbons of the C=O bond of squaramide at 181 ppm,
the C=C bond of the squaramide at 166 ppm, and the C=O
of the carbamate at 157 ppm. Signals between 70 and 75 ppm were ascribed
to the carbons within the oligo(ethylene glycol)chain, and those
between 29 and 69 ppm were assigned to the aliphaticchains on both
sides of the squaramide. In the case of 2a, similar 1D
spectra were obtained for the two states. Signals for oligo(ethylene
glycols), aliphaticchains, and carbamateC=O were found at
similar chemical shift ranges; however, distinct signals were observed
for carbons in the thiosquaramide ring (Figures S19 and S20, SI). The C=C bond of squaramide was assigned
to the peak at 170 ppm, and a broad signal was found for the C=S
bonds at 199 ppm, significantly deshielded in comparison to that of
the C=O bond on squaramide.To further deconvolute the
self-assembly modes of 1a and 2a, 2D 1H–13C heteronuclear correlation (HETCOR)
experiments were collected in both states [Figures and S21 (SI)].
Contact times between 250 μs and 5 ms (Figures S21 and S22, SI) were examined to probe the magnetization transfer
intra- and intermolecularly. At longer contact times, above 2 ms,
signals from the carbons of the squaramide and carbamate became apparent.
Extensive aggregation of 1a in the solid state resulted
in several cross-peaks between the squaramidecarbons and flanking
protons on the nearby aliphaticchains not observed in the depolymerized
sample [Figure a,
boxed areas, and Figure S21a (SI)] or at
shorter contact times (250 μs), pointing to interactions between
monomers. Importantly, a cross-peak was observed between the NH protons
and C=O and C=Ccarbons, confirming the head-to-tail
hydrogen-bonding mode between oxosquaramide monomers (Figure a, red and blue circles). In
sharp contrast, for 2a with the same contact time (2
ms), C=S carbon and NH proton cross-peaks were absent for polymers
in both conditions (Figure b), and cross-peaks with protons flanking squaramide were
not detected. The lack of the C=S and NH cross-peaks is in
contrast to FTIR data that suggest a hydrogen bond interaction in
the thiosquaramide moiety; however, such interactions were previously
undetected by the HETCOR technique in hydrogen-bonded thiobarbituric
acids.[43] Moreover, the absence of cross-peaks
of the C=Ccarbons of thiosquaramide with other parts of the
monomer as observed for oxosquaramidecan also point to a less regular
aggregate structure. This interpretation would be in line with the
low persistence length of the fibers of 2a and the lesser
degree of cooperativity in their supramolecular polymerization, as
determined from solvent denaturation experiments. Cumulatively, the
differences in the 2D 1H–13C HETCOR solid-state
NMR spectra point to a distinctive internal organization of the monomers
within the fibers having an impact on the polymer morphology, as observed
by cryo-EM and scattering methods.
Figure 7
1H–13C HETCOR
experiments performed
at a contact time of 2048 μs on 1a (a) and 2a (b) in their polymerized (H2O) form. Highlighted
areas are described in the text.
1H–13C HETCOR
experiments performed
at a contact time of 2048 μs on 1a (a) and 2a (b) in their polymerized (H2O) form. Highlighted
areas are described in the text.
Computational Studies of Head-to-Tail versus Stacked Arrangements
of Self-Assembled Oxo- and Thiosquaramides
Density functional
theory (DFT) computations of the head-to-tail and stacked hexamers
of 1′ and 2′ were carried
out to examine the competition between the different self-assembly
modes. Single-point energy calculations at the IEF-PCM-M06-2X/6-311+G(d,p) level (see Materials and Methods, SI) reveal a more-negative averaged interaction
energy (ΔEint) for the head-to-tail 1′ hexamer (−37.5 kJ/mol) compared to that of
the stacked 1′ hexamer (−32.5 kJ/mol),
indicating that the head-to-tail mode is favored for 1′. Conversely, the computed averaged ΔEint for the head-to-tail 2′ hexamer (−32.0
kJ/mol) was significantly lower relative to that of the stacked 2′ hexamer (−47.6 kJ/mol), suggesting a dominant
stacking mode for 2′. Computed interaction energies
in the gas phase corrected for basis set superimposition error (BSSE)
show the same trend and are included in Table S3 (SI).Accordingly, computed electron density difference
(EDD) maps for the head-to-tail vs stacked dimers of 1′ and 2′ show that C=O’s form effective
hydrogen-bonding interactions with N–H’s in the O lone-pair
plane, but C=S’s form stronger interactions with the
N–H’s at roughly 90° angles to the S lone-pair
plane. As shown in Figure a (top), EDD maps for the head-to-tail 1′ and 2′ dimers show increased electron density
at the O/S’s (indicated in red, electron density gain) and
decreased electron density at the amine H’s (indicated in blue,
electron density loss); as expected by the stronger hydrogen-bond-acceptor
ability of C=O, the head-to-tail 1′ dimer
displays greater electron density change. In Figure a (bottom), EDD maps of the stacked 1′ and 2′ dimers also show increased
electron density at the O/S’s (in red) and decreased electron
density at the general N–H region (in blue), suggestive of
attractive noncovalent interactions between the stacks. The much greater
electron density change for the stacked 2′ dimer
is consistent with the ability of C=S to engage in less directional
hydrogen bond interactions.[32,33] These findings further
support that differences in the physical properties and spectroscopic
features of the supramolecular polymers of oxosquaramide versus thiosquaramide
bolaamphiphiles likely arise from their preferred self-assembly modes.
Figure 8
(a) Computed
electron density difference (EDD) maps for the head-to-tail 1′ and 2′ dimers (note the larger
lobes on 1′), as well as stacked 1′ and 2′ dimers (note the larger lobes on 2′). (b) Electrostatic potential maps (MEP) of 1′ and 2′ monomers (blue indicates
electron density loss and positively charged; red indicates electron
density gain and negatively charged).
(a) Computed
electron density difference (EDD) maps for the head-to-tail 1′ and 2′ dimers (note the larger
lobes on 1′), as well as stacked 1′ and 2′ dimers (note the larger lobes on 2′). (b) Electrostatic potential maps (MEP) of 1′ and 2′ monomers (blue indicates
electron density loss and positively charged; red indicates electron
density gain and negatively charged).Even though monomers of thiosquaramidescan also assemble through
a head-to-tail mode, the stacked mode is much preferred, because the
electron distribution on the S atom is anisotropic. As shown in Figure b, the computed electrostatic
potential map (MEP) of the 2′ monomer reveals
positively charged regions at the back end of the two C–S bonds,
indicating the presence of a σ-hole (note the electron-rich
periphery above and below the σ-hole). For this reason, a bonding
interaction at a near 90° angle to the C–S bond is preferred,
supporting a dominant stacked arrangement of self-assembled thiosquaramides.
Moreover, computed NBO E2PERT analyses at the B3LYP-D3/6-31+G(d) level
reveal minimal S lp (lone pair) → NH σ* (0.25 kJ/mol)
and N lp → C=S σ* (0.29 kJ/mol) interaction energies,
suggesting negligible orbital interactions between the N–H
and C=S groups of neighboring stacked thiosquaramides. These
results, along with the computed MEP map for the stacked thiosquaramide
dimer, suggest that the stacking interactions between thiosquaramide
monomers are mostly electrostatic (i.e., between the positively charged
H’s of the N–H groups and the negative region of the
S atoms).
Computational Studies of Aromaticity Gain in Oxo- and Thiosquaramide
Supramolecular Polymers
Computed geometries for the monomers
and hexamers of 1′ and 2′ at
the IEF-PCM-B3LYP-D3/6-31+G(d) level (Figures S23–S26 and Table S8, SI) show that the ring bonds of 1′ [Figures and S23, left, values in bold
font (SI)] become more bond length equalized (i.e., increased aromaticcharacter) upon self-assembly in the head-to-tail 1′ hexamer (values in italic font); all of the single bonds shorten
(by 0.005–0.018 Å) and the double bonds lengthen (by 0.009–0.013
Å). In contrast, the ring bonds of 2′ [Figures and S23, right, values in bold font (SI)] are altered
to a lesser degree upon self-assembly in the stacked 2′ hexamer (values in italic font); the two C–N bonds shorten
(by 0.004 Å) and the ring C=C bond lengthens (by 0.004
Å), but the C–C and C=S bonds exhibit little to
no change (a 0–0.003 Å change).
Figure 9
Computed geometries in
implicit solvation for the isolated monomers
of 1′ and 2′ (bond distances
in angstroms, values in bold font), the head-to-tail hexamer of 1′ (left, averaged bond distances for each of the monomeric
units, values in italic font), and the stacked hexamer of 2′ (right, averaged bond distances for each of the monomeric units,
values in italic font).
Computed geometries in
implicit solvation for the isolated monomers
of 1′ and 2′ (bond distances
in angstroms, values in bold font), the head-to-tail hexamer of 1′ (left, averaged bond distances for each of the monomeric
units, values in italic font), and the stacked hexamer of 2′ (right, averaged bond distances for each of the monomeric units,
values in italic font).Harmonic oscillator model
of electron delocalization (HOMED) analyses[44] confirm these observations, showing increased
HOMED values when 1′ (0.329, HOMED value for isolated
monomer) self-assembles into the head-to-tail 1′ hexamer (0.383, averaged HOMED values for six monomer units), while
those of 2′ (0.447, isolated monomer) and the
stacked 2′ hexamer (0.445, average for six monomer
units) stay close. HOMED values range from 0 (nonaromatic) to 1 (fully
aromaticcompounds) and measure the degree of ring bond equalization
in molecules as a criterion for aromaticity (see Tables S4 and S5, SI). These computed parameters suggest that
the geometries of oxo- and thiosquaramideschange in distinct ways
upon monomer self-assembly.Computations based on the magnetic
and energeticcriteria of aromaticity
revealed a significant aromaticity gain in both the head-to-tail self-assembled
monomers of 1′ and the stacked monomers of 2′. Isotropic nucleus independent chemical shifts (NICS)[45,46] were computed at 0.6 Å above each of the head-to-tail 1′ ring centers and at 0.8 Å above each of the
stacked 2′ ring centers (due to the more diffuse
orbitals of the S atoms) to quantify the magnetic effects of the aromaticity
gain. As shown in the Table S6 (SI), the
computed isotropic NICS for both 1′ [NICS(0.6)
= −7.0 ppm] and 2′ [NICS(0.8) = −3.7
ppm] become more negative in the head-to-tail 1′ hexamer [NICS(0.6) = −6.7 to −7.3 ppm] and stacked 2′ hexamer [NICS(0.8) = −3.2 to −4.6
ppm], documenting the aromaticity gain in both monomers upon self-assembly.Block-localized wave function (BLW) analyses[47] quantified the energetic effects of the aromaticity gain
in the head-to-tail hexamer of 1′ and the stacked
hexamer of 2′ (see Table S7, SI). The BLW method, the simplest variant of valence bond calculations,
measures π-electron delocalization energies (DEπ) in molecules by comparing the energy of the fully delocalized wave
function (Ψdeloc) of a molecule to that of its hypothetical
π-electron localized wave function (Ψloc) in
which all π-electron delocalization effects are “turned
off”: DEπ = Ψdeloc –
Ψloc (i.e., a more negative DEπ value
indicates more π-electron delocalization in a molecule). The
computed DEπ difference between the isolated monomers
(e.g., 1′ and 2′) versus head-to-tail
or stacked monomers provides a measure of the extra gain in π-electron
delocalization in monomers upon self-assembly; ΔDEπ = DEπ(head-to-tail or stacked monomer) –
DEπ(monomer) (i.e., a more negative ΔDEπ value indicates more π-conjugation gain upon
head-to-tail or stacked assembly of the monomer). Large negative ΔDEπ values suggest enhanced aromaticcharacter in the self-assembled
monomer (see the Supporting Information).Remarkably, the computed ΔDEπ values
for
each of the monomers in the head-to-tail 1′ hexamer
(averaged ΔDEπ = −115.0 kJ/mol) and
the stacked 2′ hexamer (averaged ΔDEπ = −86.2 kJ/mol) are large and negative, suggesting
significant aromaticity gain upon self-assembly (see Table S3 of the SI for more details). These computations suggest
that in low-dielectric environments, such as in the hydrophobiccore
of a supramolecular polymer, the aromaticity gain can be considered
as an important driving force when combined with noncovalent bonding
to direct the self-assembly of supramolecular polymers.
Discussion
and Conclusion
In this report, we demonstrate that oxosquaramide
and thiosquaramide
monomers self-assemble into surprisingly different fibrillar morphologies
in water: oxosquaramide-based bolaamphiphiles form long, rigid, fibrillar
architectures, while the thio-analogues form short, flexible, rodlike
structures. Evidence based on spectroscopic measurements and computational
analyses revealed that oxosquaramides self-assemble into a head-to-tail
arrangement by aligning their hydrogen-bond donors (N–H’s)
and acceptors (C=O’s) along the squaramide ring plane.
On the other hand, thiosquaramides prefer antiparallel stacked configurations,
in which the N–H’s of each unit are stacked above and
below the C=S’s of adjacent layers, resulting in interactions
at a C=S···H angle close to 90°. The head-to-tail
hydrogen bonding in oxosquaramides facilitates supramolecular polymerization
by a cooperative mechanism to form long and rigid polymers, while
the stacked interaction of the thiosquaramides results in a decrease
of the length and stiffness of the aggregates, on par with their polymerization
in a less cooperative fashion. IR measurements of the self-assembled
oxo- and thiosquaramides show peaks consistent with the hydrogen bonding
of the squaramide moieties, with the head-to-tail hydrogen-bonding
mode being supported by solid-state NMR studies for oxosquaramide.
Moreover, computations revealed that polarization of monomers in both
the head-to-tail and stacked self-assembly modes can increase the
aromaticcharacter of squaramide synthons. These findings further
suggest that changes in the aromaticcharacters of synthons[22] can be used to “fine-tune” the
intermolecular interactions between monomers, with potent effects
on their mode of supramolecular polymerization. We emphasize that,
beside the often-used checklist for controlling noncovalent interactions
relevant for self-assembly, aromaticity gain should
also be considered in the molecular design of monomers, as well as
more broadly in supramolecular chemistry.
Authors: Victorio Saez Talens; Pablo Englebienne; Thuat T Trinh; Willem E M Noteborn; Ilja K Voets; Roxanne E Kieltyka Journal: Angew Chem Int Ed Engl Date: 2015-07-15 Impact factor: 15.336
Authors: Ciqing Tong; Joeri A J Wondergem; Marijn van den Brink; Markus C Kwakernaak; Ying Chen; Marco M R M Hendrix; Ilja K Voets; Erik H J Danen; Sylvia Le Dévédec; Doris Heinrich; Roxanne E Kieltyka Journal: ACS Appl Mater Interfaces Date: 2022-04-10 Impact factor: 10.383