Molecular Face-Rotating Cube with Emergent Chiral and

Publication Date (Web): August 25, 2017 ... This study provides insight into construct chiral cages by the rational design through graph theory, and m...
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Molecular face-rotating cube with emergent chiral and fluorescence properties Hang Qu, Yu Wang, Zhihao Li, XinChang Wang, Hongxun Fang, Zhongqun Tian, and Xiaoyu Cao J. Am. Chem. Soc., Just Accepted Manuscript • DOI: 10.1021/jacs.7b07657 • Publication Date (Web): 25 Aug 2017 Downloaded from http://pubs.acs.org on August 25, 2017

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Molecular face-rotating cube with emergent chiral and fluorescence properties Hang Qu, Yu Wang,∗ Zhihao Li, Xinchang Wang, Hongxun Fang, Zhongqun Tian, and Xiaoyu Cao∗ State Key Laboratory of Physical Chemistry of Solid Surfaces, iChEM and College of Chemistry and Chemical Engineering, Xiamen University, Xiamen 361005, China Received August 24, 2017; E-mail: [email protected]; [email protected]

Abstract: Chiral cage compounds are mainly constructed from chiral precursors or based on the symmetry breaking during coordination-driven self-assembly. Herein, we present an alternative strategy to construct chiral organic cages by restricting the P or M rotational configuration of tetraphenylethylene (TPE) faces through dynamic covalent chemistry. The combination of graph theory, experimental characterizations and theoretical calculations suggests that the emergent chirality of cages is originated from the complex arrangements of TPE faces with different orientational and rotational configurations. Accompanied by the generation of chirality, strong fluorescence also emerged during the cage formation, even in dilute solutions with various solvents. In addition, the circularly polarized luminescence of the cages is realized as a synergy of their dual chiral and fluorescence properties. The chirality and fluorescence of cages are remarkably stable, because the intramolecular flipping of the phenyl rings in TPE faces is extremely restricted, as indicated by theoretical calculations. This study provides insight to construct chiral cages by the rational design through graph theory, and might facilitate the further design of the cages and other supramolecular assemblies from the aggregation-induced emission active building blocks.

Cage compounds are important in a wide variety of applications including molecular sensing, 1,2 separation 3–5 and catalysis. 6–8 Using metal-organic coordination, 9–13 hydrogen bonding 14–16 and dynamic covalent chemistry, 17–20 chemists have synthesized many cage compounds with various sizes and shapes. Among these cages, the chiral ones are particularly interesting because chirality increases the structural complexity as well as functionality of cage themselves and their hierarchical assemblies. 4,21,22 For instance, many applications of cages are closely related to chirality, e.g., chiral separation 3,5 and asymmetric catalysis. 8 Generally, two strategies have been established to construct chiral cages: by using chiral precursors, 3,13,19,21 or based on the chirality at metal centers in ∆ and Λ configurations. 8,23 Inspired by the mathematic study of Buckminster Fuller, we have recently reported a novel strategy to generate emergent chirality of organic cages by assembling achiral two-dimensional truxene building blocks into chiral octahedra through dynamic imine chemistry. 24 The truxene faces exhibited either clockwise or anticlockwise rotational patterns on the octahedron faces, resulting in five types of chiral face-rotating polyhedra (FRP) in the thermodynamic and kinetic products. More recently, Fujita et al. reported a more sophisticated emergent chirality in a tetravalent Goldberg polyhedron, 25 and the graph theory analysis suggested that the cage chirality was generated from the asymmetric arrangement of the triangular and square facial patterns. These studies illustrate the complexity of the emergent chirality of cages, and indicate the importance of introducing graph theory into the investigation of sophisticated polyhedral cages. Here, we present how complex cage structures evolve out of

simple tetraphenylethylene faces through the combination of graph theory and experimental investigations. Accompanied by the generation of emergent chirality, strong fluorescence also emerged during the cage formation, and remained strong in dilute solutions with various solvents. In addition, we also characterized the circularly polarized luminescence of the cages to investigate the synergy of their dual chiral and fluorescence properties. The reason leading to the emergent chirality and fluorescence was clarified by theoretical calculations. Tetraphenylethylene (TPE) is a well-known aggregation-induced emission (AIE) chromophore, 26–28 and due to the steric hindrance between the phenyl rings, 29 it exhibits either clockwise or anticlockwise rotational patterns in its propeller-like P or M configurations, respectively (Fig. 1A). To further develop the strategy of face-rotating polyhedra, we decided to construct facerotating cubes (FRCs) from six tetragonal TPE faces and eight triamine vertices (Fig. 1C), and investigate whether the chiral and fluorescence properties can be emerged simultaneously in the FRCs. We further scrutinized the structure of TPE and found that its rectangle motif presents two orientational configurations of the vinyl bond (i.e., vertical and horizontal as shown in Fig. 1A), in addition to the P and M rotational configurations of the phenyl rings. The two orientational configurations of TPE might also lead to various stereoisomers of the assembled structures, yet this phenomenon has not been reported, despite that several metalorganic frameworks, 30–33 covalent-organic frameworks 34,35 and cages 26,36–38 have been assembled from TPE. When rectangle TPE motifs are patterned onto the cubic faces, the independent orientational and rotational configurations would generate numerous stereoisomers. Using the graph theory analysis based on permutation groups (details in Supplementary Method), we first determined that there are eight types of patterned cubes if we only consider the vinyl orientations of TPE, including six achiral cubes and a pair of chiral enantiomers. And when we further consider the P and M rotational configurations, there are 224 types of patterned cubes, among which only four cubes are achiral mesomers and the rest 220 cubes are chiral (Fig. 1B). Therefore, there is a great chance to achieve emergent chirality, if the P and M configurations of TPE can be fixed in the cubic structure. The facial building block 4,4’,4”,4’”-(ethene-1,1,2,2tetrayl)tetrabenzaldehyde (ETTBA) consists of a TPE core and four surrounding aldehyde groups for reversible imine formation (Fig. 1C). This facial building block was synthesized from benzopheone within three steps with high yields (Fig. S1), whereas the vertex building block (tris(2-aminoethyl)amine, TREN) is commercially available. To form the cubes, the methanol solution of TREN (8 eq) was layered onto the chloroform solution of ETTBA (6 eq) at ambient temperature for 10 days without stirring (Fig. 1C). Mass spectrometry analysis confirmed that ETTBA6 TREN8 was formed exclusively, exhibiting a molecular weight of 3403.80 (Fig. S2). Nevertheless, we measured more than five single crystals isolated from the reaction solution, and found that all of them were

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Chiral-HPLC and CD analyses of the cubes 1 and 2. a, Chiral HPLC spectrum contains four peaks corresponding to (6M)-1, (2P4M)-2, (6P)-1 and (4P2M)-2 in a 3:1:3:1 ratio. The absorbance for all cubes was recorded at 300 nm. b, CD spectra of the separated cubes (6M)-1, (2P4M)-2, (6P)-1 and (4P2M)-2 in the mixed solvent of dichloromethane and methanol (v:v = 1:1). Figure 2.

Synthesis of the chiral cubes with different facial rotational and orientational configurations. (A), A TPE motif exhibits two rotational modes (P or M) of the phenyl groups and two orientational modes (horizontal or vertical) of the vinyl group in two dimensions. (B), Rotational and orientational modes of the TPE motif generate 224 types of cubes when they are painted on the six faces of a cube. Nevertheless, only four types of cubes were found in the experimental product as shown in entries D and E. (C), Schematic of the synthesis of organic cubes from six ETTBA faces and eight TREN vertices. (D,E), Cartoons to show the TPE configurations in the homo-directional cubes (6P)-1 and (6M)-1, and the hetero-directional cubes (4P2M)-2 and (2P4M)-2. Figure 1.

co-crystals that cannot be precisely solved, suggesting there are more than one stereoisomers in the product. Further separation and characterization revealed two pairs of enantiomers, i.e., the homodirectional (6P)-1 and (6M)-1, and the hetero-directional (4P2M)-2 and (2P4M)-2, as shown in Figs. 1D and 1E. The product mixture was separated by high-performance liquid chromatography (HPLC) with a chiral column (Daicel Chiralcel IC), resulting in only four fractions of cage isomers in a 3:1:3:1 ratio (Figs. 2A and S3). These four fractions were separated and characterized individually. Nuclear magnetic resonance (NMR) analysis was not sufficient to precisely elucidate the structures of the separated stereoisomers (Fig. S4), because of the notable signal overlap of various phenyl protons and imine protons, which is a common issue for large empty cages. 25 Fortunately, we obtained and analyzed all single crystals of the four separated stereoisomers, confirming that the HPLC fractions eluting at 16.8, 19.3, 24.5 and 28.9 min are (6M)-1, (2P4M)-2, (6P)-1 and (4P2M)-2, respectively (Fig. 2A). Diffusion of diethyl ether into the chloroform solutions of (6M)1 and (6P)-1 gave the corresponding cube-shaped single crystals, respectively, whereas the hexagonal-shaped single crystals of (2P4M)-2 and (4P2M)-2 were individually grown by a similar method by changing chloroform into the mixed solvent of dichloromethane and methanol (v:v = 1:1). All FRCs have an eight-capped cubic structure (Fig. 3), in which six TPE units

Single-crystal structures of (6M)-1 and (2P4M)-2. Front and diagonal views of the cubic structures of (6M)-1 (A,B) and (2P4M)-2 (C,D). Carbon atoms are shown in grey, green or pink, nitrogen atoms are shown in blue, and hydrogen atoms are omitted for clarity.

Figure 3.

occupy six faces linked by eight tripodal TREN-linked vertices. The homo-directional (6M)-1 structure has a high (T) symmetry, and a same M configuration for each TPE faces (Figs. 3A and 3B). The vinyl orientations in each two opposite TPE faces are parallel with a same distance of 11.5 Å, whereas the vinyl orientations in each two adjacent TPE faces are non-coplanar perpendicular. Along the diagonal line (C3 symmetric axial), the three phenyl rings linked to a same TREN vertex (pink rings in Fig. 3B) are evenly distributed, exhibiting the same 60◦ dihedral angle to each other. In addition, all imine bonds in (6M)-1 are in E conformation and coplanar with the adjacent phenyl rings (Fig. S5A), suggesting a strong conjugation between the adjacent imine bond and phenyl ring. The hetero-directional (2P4M)-2 structure (Figs. 3C and 3D) has a lower (D2 ) symmetry in comparison with the homo-directional cubes. As shown in Fig. 3C, the distance between two P faces (top and bottom) is approximately 14% smaller than the distance between two opposite M faces (front and back, or left and right). The vinyl orientations in two opposite P faces are non-coplanar

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perpendicular, whereas the vinyl orientations in each two opposite M faces are parallel. As shown in (Fig. 3D), each TREN vertex is linked to one P face and two M faces. Two phenyl rings from the M faces (pink) have a 73◦ dihedral angle (Fig. S5B), whereas the phenyl ring from the P face (green) is nearly parallel to one of the pink phenyl rings. Despite that the vertex configuration is dramatically different from that of (6M)-1, all imine bonds in (2P4M)-2 are still in E conformation and coplanar with the adjacent phenyl rings (Fig. S5B). The (6P)-1 and (4P2M)-2 structures were assigned to be the enantiomers of (6M)-1 and (2P4M)-2, respectively, as shown in Fig. S6. The emergent chirality of the four FRCs in solid state has been confirmed by single-crystal analysis. During the HPLC separation, the online optical rotation detection indicated that the four FRCs are also chiroptical active in solution (Fig. S7). The further circular dichroism (CD) analysis of the separated FRCs (Fig. 2B) showed a strong positive Cotton effect in the spectrum of (6M)-1, and a negative mirror-image spectrum for (6P)-1. (2P4M)-2 and (4P2M)-2 also showed a pair of mirrorimage spectra with a relatively weaker intensity, and their CD spectral signs were dominated by the major faces, i.e., M and P, respectively. Comparing to the CD spectrum of (6M)-1, an extra small peak at 360 nm was shown in the spectrum of (2P4M)-2, which can be rationalized by the extra absorption at the corresponding region as shown in the UV-Vis spectra (Fig. 4A). All CD spectra of the four FRCs are consistent with the (ZINDO/S)predicted CD spectra as shown in Fig. S8, further confirming the structures revealed by single-crystal X-ray analysis. The correlation between TPE configurations and CD spectral signs in FRCs is similar to that in small chiral molecules synthesized from single TPE unit, 29 in which TPE monomers in M or P configurations also generate positive or negative Cotton effects, respectively. Nevertheless, the CD intensities of FRCs, e.g., 1.4 × 106 deg cm2 dmol−1 for FRC 1, are 100 times stronger than that of chiral TPE monomers, 29 indicating a strong nonlinear effect of the chiroptical properties in FRCs. In addition, the separated FRCs showed a remarkable stability against racemization. For instance, the CD and HPLC spectra of (6P)-1 remains the same even after being heated in the chloroform solution at 60◦ C for 24 hours (Fig. S9). This indicates that M or P configuration of FRCs is restricted in solution, and there is an extremely high energy barrier in converting (6P)-1 into (6M)-1 through changing the rotational configuration of all six faces. The stability of the separated chiral cages provides important potential for their further applications as chiral porous materials. 39,40 Comparing with the absorption spectum of ETTBA monomer, the spectra of FRCs are notably blue-shifted. This can be rationalized by the decrease of the conjugation degree of TPE core, as a result of the restriction of the phenyl flipping in FRCs. 41 In addition, the spectrum of 1 is more blue-shifted than that of 2, which is in accord with the larger twist of the TPE core in 1, as indicated by the analysis of the dihedral angles between the phenyl rings and the vinyl bonds (Fig. S5). The emergent fluorescence property of FRCs is also resulted from the restriction of phenyl flipping. 42–44 In contrast to the low fluorescence activity of the ETTBA solution, strong blue fluorescence with a peak at 427 nm was observed in the solutions of 1 and 2 (Figs. 4B and 4C). In addition, the fluorescence quantum yields in toluene for FRCs 1 and 2 were measured to be 26.0% and 30.9% respectively, by using 9,10-diphenylanthracene as standard. The fluorescence of FRCs can be further tuned by solvent, generally showing an increase in fluorescence intensity upon the decrease of solvent polarity (Fig. S10).

Fluorescence and CPL analyses of the cubes 1 and 2. (A), UV-vis spectra of ETTBA (50 µM, black) and the cubes 1 (8 µM, red) and 2 (8 µM, blue) in the mixed solvent of dichloromethane and methanol (v:v = 1:1). (B), Fluorescence spectra of ETTBA (50 µM, black) and the cubes 1 (8 µM, red) and 2 (8 µM, blue) in chloroform, excited at 340 nm. (C), Fluorescence images of ETTBA, 1 and 2 solutions under the 365 nm UV light. (D), CPL spectra of ETTBA (0.6 mM, black), (6M)-1 (0.1 mM, magenta), (6P)-1 (0.1 mM, yellow), (2P4M)-2 (0.1 mM, green) and (4P2M)-2 (0.1 mM, cyan) in chloroform, excited at 340 nm.

Figure 4.

Based on the emergent chirality and fluorescence of FRCs, we envisioned that the FRCs would also generate the circularly polarized luminescence (CPL). 45–47 Indeed, intensive mirrorimage CPL signals of (6M)-1 (positive) and (6P)-1 (negative) were observed at 450 nm in their chloroform solutions (Fig. 4D), with a large CPL dissymmetric factor (g1lum = ± 1.1 × 10−3 ). The CPL spectra of (2P4M)-2 and (4P2M)-2 is similar to that of (6M)-1 and (6P)-1, respectively, with a slightly smaller dissymmetric factor (g2lum = ± 9.3 × 10−4 ). The dual emergent chiral and fluorescence properties of FRCs is unprecedented for cage compounds. Despite that a few TPE cages have been reported, 26,36–38 the chiral property of them has not been investigated due to the difficulties in the separation and characterization. Besides, the emergent fluorescence was mainly presented in the small cages that formed from two close-packed TPE faces, 26,36 in which the steric hindrance between the opposite TPE faces is strong enough to restrict the intramolecular flipping of the TPE phenyl rings. By contrast, the larger TPE cages, in which the steric hindrance between the opposite TPE faces is absent, generate much weaker fluorescence in dilute solutions. 37,38 The dual emergent properties of FRCs are clearly resulted from the restriction of the intramolecular flipping of the TPE faces. 32,42 Nevertheless, it remains an open question why the restriction of flipping can be achieved in FRCs, since FRCs also have large structures and weak steric hindrance between the opposite TPE faces. To this end, we performed the density functional based tight binding plus (DFTB+) calculations to compare the potential energy surfaces (PES) of the phenyl flipping in free TPE monomer and in (6M)-1. 31,36 The PES for TPE monomer was constructed by synchronously flipping the four phenyl rings with increasing the CPh -CPh -C=C dihedral angle from 22.5 to 157.5◦ , and the flipping energy barrier was calculated to be 53.9 kJ mol−1 (Figs. 5A and 5B). Therefore, the interconversion between (M)-TPE and (P)-TPE can happen at room temperature, and hence the TPE monomer is neither fluorescent nor chiroptical active in dilute solution. By contrast, if one of the six TPE faces in (6M)-1 was flipped into P configuration

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(pathway in Fig. 5C), the energy of the resulted 5M1P structure would be 58.8 kJ mol−1 higher than that of (6M)-1, and the energy barrier from (6M)-1 to 5M1P is much larger than that in the reverse direction. Therefore, when one TPE face in (6M)-1 was flipped, it will easily flip back to the original (6M)-1 structure. Furthermore, the complete interconversion from (6M)-1 to (6P)-1 involves the flipping of all 24 phenyl rings (Fig. 5D). The energy barrier of this pathway was calculated to be 224.9 kJ mol−1 , thus explaining the remarkable stability of (6M)-1 against racemization.

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assemblies from AIE-active building blocks. In addition, this study provides a strategy to construct chiral cages by the rational design through graph theory. The mathematic method based on permutation groups is suitable for the analysis of all kinds of polyhedra incorporating different kinds of faces or vertices, and it will become more and more important as the complexity of the research objects increases. Acknowledgement The authors thank Stephen Z.D. Cheng, He Tian, Xin Xu, Yiqin Gao, Peter J. Stang, E.W. (Bert) Meijer, Wei Zhang, Minghua Liu, Benzhong Tang, Rongrong Hu, Hui Zhang and Cheng Wang for discussions. We also thank Xiao Tang, Kai Wu, Jijun Jiang, Lin Shi and Zhiyong Tang for assistance in experiments. This work is supported by the 973 Program (No.015CB856500), the NSFC (Nos. 21722304, 91427304, 21573181, 91227111 and 21102120) and the Fundamental Research Funds for the Central Universities (No.0720160050) of China. Supporting Information Available: The Supporting Information includes experimental procedures and data, graph theory analysis, Figures S1–15 and Table S1. This material is available free of charge via the Internet at http://pubs.acs.org/.

DFTB+ calculations of the phenyl flipping in TPE monomer and (6M)-1. (A), Potential energy surfaces of the different pathways to flip the phenyl rings in TPE and (6M)-1. (B), Pathway to synchronously flip the four phenyl rings of lowest energy structure of (M)-TPE to its mirror-image (P)-TPE by increasing the CPh -CPh -C=C dihedral angle from 42.5◦ to 137.5◦ . (C), Pathway to synchronously flip the four phenyl rings on the top face of (6M)-1 with the TPE units on other faces fixed. (D), Pathway to synchronously flip the 24 phenyl rings in (6M)-1 to its mirrorimage (6P)-1.

References

Figure 5.

In addition, DFTB+ calculations showed that every imine bond followed the flipping of its attached phenyl ring and kept in the same plane of the phenyl ring during the flipping of TPE faces (Fig. S11). This suggests that the strong conjugation between the imine bonds and the attached phenyl rings also contributes to high energy barrier of the interconversion of FRCs. Therefore, the cooperativity in the six TPE faces and the conjugation between imine bonds and phenyl rings work together to realized the restriction of flipping in FRCs and thus to generate the emergent chirality and fluorescence. We have constructed a series of cubic cages through a 24fold imine condensation of six ETTBA molecules as faces and eight TREN molecules as bridging vertices. The ETTBA and TREN precursors show neither chirality nor fluorescence activity in the solution state, nevertheless, graph theory suggests that various chiral cubes can be formed if the P and M configurations of TPE units can be fixed in cages. Based on the chiralHPLC, single crystal X-ray and CD analyses, we indeed found four chiral cubes, and their emergent chirality is originated from the complex arrangements of TPE faces with different orientational and rotational configurations as suggested by graph theory. The chirality of cubes in solution is in accord with their crystal structures and is remarkably stable against racemization, suggesting the intramolecular flipping of the TPE faces are extremely restricted in solution. Such restriction of the TPE faces also leads to the strong fluorescence and CPL activities of the cubes. Theoretical calculations reveal that the conjugation between imine bonds and phenyl rings is important to the restriction of TPE flipping in large cages. As such, we have constructed a series of cubic cages with stable chirality and strong fluorescence, providing great potential for chiral sensors and luminescent materials. The method we used to restrict the intramolecular flipping of TPE units by the conjugation between imine bonds and phenyl rings might facilitate the further design of cages and other supramolecular

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