David
Lozano§¶
,
Rubén
Álvarez-Yebra§
,
Ricard
López-Coll
and
Agustí
Lledó
*
Institut de Química Computacional i Catàlisi (IQCC), Departament de Química, Universitat de Girona, c/Maria Aurèlia de Capmany 69, 17003 Girona, Spain. E-mail: agusti.lledo@udg.edu
First published on 23rd September 2019
We report a conformationally flexible deep cavitand receptor based on calix[5]arene and stabilized by a cooperative network of hydrogen bonds. The receptor binds coronene selectively over smaller polycyclic aromatic hydrocarbons, but is flexible enough to adapt to a smaller guest that presents a complementary electron deficient surface. The unique dynamic properties of this system have been thoroughly studied by NMR spectroscopy and molecular dynamics (MD) simulations.
We first addressed the conformational behaviour of 1a in solution by 1H NMR spectroscopy (Fig. 2). In CDCl3 and CD2Cl2 (solvents not competing for hydrogen bonding) the methylene groups of 1a appear as a distinct AB system of diastereotopic protons (Fig. 2, Ha/Hb, J = 13 Hz) at 298 K, indicating that 1a adopts a time averaged cone conformation that is kinetically stable in the NMR time scale at this temperature. In addition, two separate resonances are observed for the CH aromatic protons of the calix[5]arene base in CDCl3 (Fig. 2, Hc/Hd), revealing that slow rotation about the aryl–CO bond is also in operation. The existence of a cyclic network of hydrogen bonds is evidenced by the shifts of the NH and OH protons on the amidonaphthol moiety. The OH resonance in 1a is significantly downfield shifted (Δδ 3.86 ppm, c = 2.0 mM) with respect to an acyclic reference compound 4, indicating that the OH groups in 1a are hydrogen bonding intramolecularly to the neighbouring amide carbonyls. Moreover, a smaller albeit significant shift (Δδ 0.82 ppm) is observed for the amide NHs with respect to 4. This difference can be explained by the inductive effect of the adjacent OH group hydrogen bonding to the carbonyl of the next amidonaphthol panel. The temperature coefficients (Δδ/ΔT) of the OH resonances are significantly larger for 4, corroborating our hypothesis (Fig. S3/S4‡). In addition, the OH and NH resonances remain unaltered at various concentrations, ruling out the formation of hydrogen-bonded aggregates of 1a (Fig. S2‡). Finally, the 1H NMR of reference calix[5]arene 1b lacking the phenolic group displays a single resonance for the methylenic protons, indicating fast interconversion among its different conformers. Taken together, these data corroborate the establishment of an undisrupted cooperative array of hydrogen bonds along the cavitand's middle section that stabilizes a monomeric structure of time averaged C5 symmetry. Chirality is imparted by the directionality of amide groups forming the hydrogen bond seam, and thus 1a exists as an even mixture of interconverting cycloenantiomers. The 1H NMR spectrum of 1a in DMSO-d6 displays averaged D5h symmetry, indicating that the hydrogen bond seam is disrupted by the solvent (Fig. 2d).
Fig. 2 1H NMR spectra (400 MHz, 298 K) of cavitand 1a and reference compounds 1b/4. (a) 1a, CDCl3; (b) 4, CDCl3; (c) 1b, CDCl3; (d) 1a, DMSO-d6. |
We gained additional insight on the conformational behaviour of 1a from variable temperature and EXSY 1H NMR experiments in CDCl3. The broader peaks observed for protons Hc/Hd with respect to Ha/Hb suggested that rotation of the amidonaphthol panels and cone inversion occur on different time-scales. Indeed, upon cooling, the Hc/Hd resonances of 1a sharpen progressively, while complete coalescence is observed at temperatures above 325 K (Fig. S3‡). A series of 2D EXSY experiments revealed chemical exchange between each of these pairs of resonances, corroborating the existence of an equilibrium in slow exchange regime (Fig. S5/S6‡).13 Integration of the chemical exchange cross peaks allows the calculation of rate constants and the associated barriers (ΔG‡). In order to minimize the error of our measurements (see ESI‡ for details), we calculated the barriers at different temperatures: 272.5 K for the panel rotation and 299.3 K for the (slower) cone flip motion. From these EXSY experiments, barriers of 15.1 ± 0.2 kcal mol−1 and ≥17.4 kcal mol−1 were calculated respectively. In addition, we performed line shape analysis for the coalescence of protons Hc/Hd (Fig. S8‡). From the calculated activation parameters (ΔH‡ = 13.9 kcal mol−1, ΔS‡ = −3.7 cal K−1 mol−1), an activation barrier (ΔG‡) of 14.9 ± 0.3 kcal mol−1 is obtained at 272.5 K, which is in good agreement with the value obtained with the EXSY experiment. A barrier for panel rotation of 15.0 ± 0.3 kcal mol−1 is obtained at 299.3 K, the temperature used to calculate the cone flip barrier by EXSY experiments. We also calculated the exchange barriers in CD2Cl2 (Fig. S7‡), revealing essentially the same dynamic behaviour (13.9 ± 0.2 kcal mol−1 for panel rotation; 17.0 ± 0.2 kcal mol−1 for cone flip). Through the annulus inversion of the O-permethylated calix[5]arene base has an estimated barrier of ≤9.3 kcal mol−1,14 therefore, the hydrogen bond seam stabilizes cavitand 1a by at least 8.1 kcal mol−1 in CDCl3. For comparison, the amide network of resorcin[4]arene derived self-folding cavitands provides a stabilizing effect towards conformational exchange of ca. 6 kcal mol−1 over a non-hydrogen-bonded congener.3a,5||
In order to probe the binding space within 1a, we first assessed its size and shape computationally, employing DFT calculations and molecular dynamics (MD) simulations. A DFT minimization of 1a converged to a flattened structure in which the naphthalene panels arrange through π–π stacking, albeit maintaining the cyclic hydrogen bond network in place (Fig. S15‡). A 1 μs MD simulation of 1a in chloroform revealed a highly flexible container that can easily populate different irregular and oblong shaped structures, without disrupting the hydrogen bond network (see ESI‡). Rapid interconversion of these pinched cone conformers is in good agreement with the observation of a C5 averaged structure by 1H NMR. Panel flip and cone inversion motions are not sampled in the time frame of the MD simulation, in good agreement with the calculated barriers. Around three to four chloroform molecules can be accommodated in the shape shifting cavity. Overall, the preference for flattened shapes suggested that extended aromatic systems would properly fill the space, stabilizing the assembly through π–π stacking interactions. We therefore assessed, by 1H NMR spectroscopy, the binding of commercially available PAHs of varying sizes and shapes (Fig. 3 and S9‡): phenanthrene (G1), pyrene (G2), fluoranthene (G3), triphenylene (G4), chrysene (G5), benzo[a]pyrene (G6), perylene (G7), and coronene (G8). Upon addition of increasing amounts of G1–G7 to a solution of 1a in CDCl3, no changes were observed in the 1H NMR resonances of 1a or the guest (Fig. 4). This result indicates that no significant interaction occurs with the smaller PAHs. However, solutions of 1a and coronene (G8) in CDCl3 or CD2Cl2 display significant shifts for the aromatic resonances of both species, indicating a stronger interaction. A series of 1H NMR titrations of G8 with 1a (Fig. S10/S11‡) revealed association constants of 362 ± 4 M−1 in CDCl3 and 444 ± 5 M−1 in CD2Cl2, after fitting to 1:1 binding isotherms.15** Analogous titrations of G8 with 1b did not produce any significant shifts in the NMR signals of either component (Fig. 4c), indicating that hydrogen bond stabilization in 1a is key to provide a stable host–guest system. Importantly, complex G8⊂1a was also detected in the gas phase by HRMS and MS/MS analysis (Fig. S14‡). Finally, we reasoned that the electron rich nature of the naphthalene panels in 1a would be a better match for an electron deficient aromatic surface. We therefore tested N,N′-dimethylnaphthalenediimide (MeNDI, G9) as a guest. Significant shifts on the aromatic and methyl resonances were observed upon mixing with 1a, and 1H NMR titrations (Fig. S12/S13‡) provided association constants of 309 ± 2 M−1 in CDCl3 and 299 ± 3 M−1 in CD2Cl2.** Interestingly, G7 is not taken in 1a despite having a similar molecular volume (Fig. 3), indicating that electronic contributions may overcome size and shape considerations in binding events with receptor 1a.7c,16 The binding of G8 and G9 is remarkable, given the highly competitive nature of CDCl3 and CD2Cl2 in this type of host–guest systems, and responds to an effective molecular recognition process, despite the seemingly moderate binding constants. An unusual feature of this system is that guest binding is in the fast exchange regime (in the NMR time scale), despite the slow unfolding kinetics of the cavitand. The dynamic features of the receptor do not change during the titration experiments (Fig. S10‡), suggesting that guest exchange takes place without cavitand unfolding, as opposed to what is observed with resorcin[4]arene derived cavitands.
Fig. 3 Structures of guests G7–G9. Solvent accessible surfaces with interpolated partial charges and their corresponding volumes are shown below. |
We next characterized the productive host–guest complexes by DFT calculations and MD simulations (Fig. 5). The DFT optimized structure of complex G8⊂1a shows a snug fit between host and guest, with three naphthalene panels sandwiching the coronene structure through π–π stacking interactions. The two remaining panels are off register to complete the enclosure, leaving the circular hydrogen bond seam undisrupted. A 500 ns MD simulation of G8⊂1a shows an analogous yet dynamic picture (see ESI‡). The cavitand structure fluctuates among different flattened conformers without expelling the coronene guest in this time frame. These transitions are sharp, and occur in such a way that the hydrogen bond seam is not disrupted throughout the simulation. At any given time there are at least two alternating naphthalene panels of 1a that stay parallel, acting as a clamp on G8. A similar scenario is observed in the MD simulation of G9⊂1a. The methyl groups in G9 present a positively charged surface by virtue of the electron-withdrawing imide function, and are well positioned to engage in additional CH–π interactions with the two naphthalene moieties that seal the narrow edges of the cavity. In order to rationalize the selectivity for G8 over smaller PAHs, we also optimized the structure of G7⊂1a (Fig. S16‡). Only two panels of the host remain parallel to G7 in this structure, resulting in a poorer overlap between π systems than in G8⊂1a. Recent works on PAH receptors that operate on the basis of π–π stacking interactions report a linear relationship between logKa and the number of π electrons of the guest.7a,c,d About an order of magnitude difference between association constants is observed for G7 and G8 in those systems. If we extrapolate this behaviour to our system, we should expect binding constants of 40 M−1 or lower for perylene (G7). Based on the magnitudes of the observed shifts for the productive complexes, a constant of 40 M−1 would still be observable by NMR, so the absence of shifts for perylene resonances points towards a constant in the 1 M−1 range or below. Interestingly, guest departure is observed in a 500 ns MD simulation of G7⊂1a (see ESI‡). In good agreement with the dynamic features observed by 1H NMR, perylene (G7) is replaced by solvent molecules, and slides away from the cavity without unfolding, rotation of the naphthalene panels, or disruption of the hydrogen bond seam.
Overall, the DFT and MD analyses reveal the dynamic nature of the host–guest binding and the ability of 1a to adapt to the guest shape. This mode of binding is essentially undeveloped in the area of PAH receptors, which is dominated by rigid structures obtained by metal coordination assembly or covalent bridging of extended aromatic panels.7
Footnotes |
† Dedicated to Prof. Julius Rebek Jr. on the occasion of his 75th birthday. |
‡ Electronic supplementary information (ESI) available: Experimental procedures and characterization for compounds 1–4. VT and EXSY 1H NMR experiments for 1a, line shape analysis, exchange rate calculations. 1H NMR titration experiments. Details and analysis for DFT calculations and MD simulations. Copies of NMR (1H, 13C, 2D) and HRMS spectra of new compounds. MD trajectories of free 1a, G7⊂1a, G8⊂1a, and G9⊂1a. See DOI: 10.1039/c9sc03158h |
§ D. L. and R. Á.-Y. contributed equally to this work. |
¶ Current address: Department of Chemistry, University of Southampton, Southampton SO17 1BJ. |
|| This is the difference between exchange barriers reported in ref. 3b and 5. |
** Attempts to validate the association constants by alternative techniques such as UV-vis or fluorescence spectroscopy were unsuccessful, due to the unsuitable spectroscopic features of the present system. |
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