Qiuhua
Zhu
a,
Yilin
Zhang
b,
Han
Nie
c,
Zujin
Zhao
c,
Shuwen
Liu
*a,
Kam Sing
Wong
*b and
Ben Zhong
Tang
*cd
aSchool of Pharmaceutical Sciences, Southern Medical University, 1838 Guangzhou Avenue North, Guangzhou 510515, China. E-mail: liusw@smu.edu.cn
bDepartment of Physics, The Hong Kong University of Science and Technology, Clear Water Bay, Kowloon, Hong Kong. E-mail: phkswong@ust.hk
cGuangdong Innovative Research Team, State Key Laboratory of Luminescent Materials and Devices, South China University of Technology, Guangzhou 510640, China
dDepartment of Chemistry, State Key Laboratory of Molecular Neuroscience, Institute of Molecular Functional Materials, The Hong Kong University of Science and Technology, Clear Water Bay, Kowloon, Hong Kong, China. E-mail: tangbenz@ust.hk
First published on 26th May 2015
Racemic C6-unsubstituted tetrahydropyrimidines (THPs) are a series of fluorophores with a strong aggregation-induced emission (AIE) effect. However, they do not possess the structural features of conventional AIE compounds. In order to understand their AIE mechanism, here, the influences of the molecular packing mode and the conformation on the optical properties of THPs were investigated using seven crystalline polymorphs of three THPs (1–3). The racemic THPs 1–3 have low-conjugated and highly flexible molecular structures, and hence show practically no emission in different organic solvents. However, the fluorescence quantum yields of their polymorphs are up to 93%, and the maximum excitation (λex) and emission (λem) wavelengths of the polymorphs are long at 409 and 484 nm, respectively. Single-crystal structures and theoretical calculation of the HOMOs and LUMOs based on the molecular conformations of these polymorphs indicate that the polymorphs with the shortest λex and λem values possess a RS-packing mode (R- and S-enantiomers self-assemble as paired anti-parallel lines) and a more twisted conformation without through-space conjugation between the dicarboxylates, but the polymorphs with longer λex and λem values adopt a RR/SS-packing mode (R- and S-enantiomers self-assemble as unpaired zigzag lines) and a less twisted conformation with through-space conjugation between the dicarboxylates. The molecular conformations of 1–3 in all these polymorphs are stereo and more twisted than those in solution. Although 1–3 are poorly conjugated, the radiative rate constants (kr) of their polymorphs are as large as conventional fluorophores (0.41–1.03 × 108 s−1) because of improved electronic conjugation by both through-bond and through-space interactions. Based on the obtained results, it can be deduced that the strong AIE arises not only from the restriction of intramolecular motion but also from enhanced electronic coupling and radiatively-favored inter-crossed local excitation (LE) and intramolecular charge transfer (ICT) excitation states. The abnormal molecular structures, easily-controllable self-assembly of the R- and S-enantiomers, and the strong AIE effect make THPs very useful fluorophores for applications and theoretical research.
We recently developed a five-component reaction (5CR) for the synthesis of C-6 unsubstituted tetrahydropyrimidines (THPs).11 THPs show practically no emission in solution but strong emission in aggregates with fluorescence quantum yields up to 93%,11 presenting a strong AIE effect. Unlike other reported small organic AIE compounds, THPs do not have a π-conjugated stator connected to multiple rotatable aryl groups. The structural characteristic of THPs is a non-aromatic chiral central ring (tetrahydropyrimidine) connected with three aryl rings that are not conjugated with each other. In addition to their unusual AIE properties, THPs were found to have an abnormal response to copper(II)12 and unique properties in surfactant micelles.13 Since the emission of THPs is attributed to aggregation and as one of the THPs (1 in Fig. 1) was found to form two fluorescent polymorphs (1b and 1c),11 we wonder if other THPs could form different fluorescent polymorphs. If so, it might be possible to study the influences of molecular packing and conformation on their optical properties without a change in the molecular structure, another important factor correlating with optical properties. Fortunately, two polymorphs (2c and 2c′) of THP 2 and three polymorphs (3b, 3c and 3p) of THP 3 (Fig. 1) were obtained. Then, the fluorescence properties and single crystal structures of these polymorphs were investigated. We report our results here.
THP | 1 | 2 | 3 | ||||
---|---|---|---|---|---|---|---|
Polymorph | 1b | 1c | 2c | 2c′ | 3p | 3b | 3c |
a Peak excitation wavelength at lower energy area. b Peak emission wavelength. c Absolute quantum yield determined via calibrated integrating sphere, excited at 380 nm. d Excited at 360 nm. | |||||||
λ ex /nm | 355 | 409 | 370 | 387 | 330 | 365 | 390 |
λ em /nm | 434 | 484 | 469 | 484 | 425 | 445 | 468 |
Φ F /% | 72 | 93 | 48 | 28 | 30 | 20 | 52 |
τ /ns | 7.1 | 14 | 11 | 6.8 | 2.9 | 2.3 | 7.6 |
k r/s−1 × 108 | 1.01 | 0.66 | 0.44 | 0.41 | 1.03 | 0.87 | 0.68 |
k nr/s−1 × 108 | 0.39 | 0.05 | 0.47 | 1.06 | 2.41 | 3.48 | 0.63 |
The fluorescence quantum yields (ΦF) of the polymorphs of 1–3 were determined by a calibrated integrating sphere. The ΦF values of these polymorphs range from 20 to 93%. The ΦF values of 1c and 3c with longer λem values are higher than those of their corresponding polymorphs 1b and 3p with shorter λem values. However, for 2c and 2c′, 3p and 3b, the opposite is the case (Table 1). These results indicate that the ΦF values are independent of λem values.
The fluorescence lifetimes (τ) of the polymorphs of 1–3 were measured to understand the nature of the excited state. All the fluorescence decay profiles can be well-fitted by a single exponential decay (Fig. S1†). The τ values of these polymorphs are shown in Table 1. Similar to the quantum yields, the τ values are independent of λem values.
Since both τ and ΦF depend on the radiative rate constant (kr) and the non-radiative rate constant (knr), that is, τ = 1/(kr + knr) and ΦF = kr/(kr + knr), the kr (kr = ΦF/τ) and knr (knr = (1 − ΦF)/τ) values were calculated. As shown in Table 1, the kr values of these polymorphs are similar (0.41–1.03 × 108 s−1) and are inversely proportional to the λem values of these polymorphs. However, the knr values are significantly different (0.05–3.48 × 108 s−1) and are unrelated to the λem values.
Fig. 3 Molecular packing alignments of the R-enantiomers (blue chiral carbon) and the S-enantiomers (yellow chiral carbon) of 1b (left column), 2c (middle column) and 3p (right column).† (A–C) Front view; (D–F) top view; (G–I) side view from the orientation of the red solid arrow in (D–F). Weak hydrogen bonds: a (ary C–H⋯O: 2.487 Å, 177°), b (ary C–H⋯π: 2.930 Å, 146°) and c (ary C–H⋯π: 2.837 Å, 148°). Hydrogen atoms in the front and side views were omitted for clarity. |
The top view illustrates that the R- and S-enantiomers of 1b, 2c or 3p align as two parallel lines, R-line and S-line (R-L and S-L), with opposite molecular alignment orientations (represented by two parallel blue dashed lines in Fig. 3D–F). The distances (d1) between the ring centroids of adjacent molecules in the R- or S-lines of 1b, 2c and 3p are 9.726, 9.591 and 10.677 Å, respectively (Fig. 3D–F). All molecules in 1b are connected as a network via weak intermolecular hydrogen bonds (dotted bonds in Fig. 3D and S2†) (the hydrogen bond parameters are listed in Table S1†). However, no weak hydrogen bonds were found in 2c and 3p single crystals. The molecular packing in the unit cell and some crystallographic data of 1b, 2c and 3p are shown in Fig. S2 and Table S2,† respectively.
Very interestingly, the paired enantiomers arranged as flowers with six petals (six phenyls) (Fig. 3G–I). The distances (d2) between the ring centroids of the adjacent R- or S-enantiomers of 1b, 2c and 3p are 7.067, 7.492, and 7.839 Å, respectively. The dihedral angles between adjacent phenyl ring planes (αdih) and the distances between adjacent ring centroids (dring) are 37–76° and 4.294–5.308 Å, respectively (for detailed parameters see Table S1†), which indicate that short-range interactions between the six phenyls of the paired R- and S-enantiomers exist.14 These interactions and the chiral structure of THPs are expected to be the reason for the interesting flower-like arrangement. It is worth mentioning that the short-range ring interactions in 1b and 3p only exist between paired R- and S-enantiomers, but the short-range ring interactions in 2c also exist between another molecule and one of the paired R- and S-enantiomers.
Fig. 4 Packing alignments of the R-enantiomers (blue chiral carbon) and the S-enantiomers (yellow chiral carbon) of 1c, 2c′, 3b and 3c (from left to right columns).† (A–D) Front view (hydrogen atoms were omitted for clarity); (E–H) top view. Weak hydrogen bonds: a (C–H⋯O: 2.434 Å, 143°), b (C–H⋯π: 2.634 Å, 144°) and c (ary C–H⋯O: 2.579 Å, 136°) in (E); a (C–H⋯O: 2.407 Å, 145°) and b (C–H⋯π: 2.901 Å, 124°) in (F); a (ary C–H⋯O: 2.569 Å, 176°), b (ary C–H⋯O: 2.553 Å, 165°) and c (ary C–H⋯O: 2.551 Å, 146°) in (G); a (C–H⋯O: 2.362 Å, 151°) in (H). |
The top view (only the R-enantiomer alignment is depicted in Fig. 4E–H) illustrates that the R-enantiomers of 1c, 2c′, 3b or 3c arrange in a zigzag line. The d1 values between the ring centroids of the adjacent R(S)- and R(S)-enantiomers of 1c, 2c′, 3b and 3c are 7.53, 7.59, 7.303 (d1a)/7.438 (d1b) and 7.754 Å, respectively, which are similar to the d2 values but shorter than the d1 values in the RS packing modes (Fig. 3). Adjacent molecules in the zigzag lines are connected via six, four, three and two weak hydrogen bonds for 1c, 2c′, 3b and 3c, respectively. In addition to the two hydrogen bonds in Fig. 4H, there are four hydrogen bonds between adjacent R- or S-enantiomers of 3c (Fig. S3E and F†), and hence all molecules in 3c are connected as a network via weak hydrogen bonds. The short-range interactions (αdih = 16–69°, dring = 4.127–5.481 Å, see Table S1†) between the six phenyls of the three adjacent R/S-enantiomers are similar to those in the RS-packed polymorphs. The molecular stacking alignments in the unit cell of 1c, 2c′, 3b and 3c are shown in Fig. S3.† The intermolecular hydrogen bond parameters and some crystallographic data are listed in Tables S1 and S2,† respectively.
Fig. 5 Molecular conformations of polymorphs 1b (left) and 1c (right). Hydrogen bonds a (ary C–H⋯O: 2.505 Å, 102°), b (ary C–H⋯N: 2.578 Å, 116°) in 1b; a (ary C–H⋯N: 2.511 Å, 102°) in 1c. |
THP | 1 | 2 | 3 | ||||
---|---|---|---|---|---|---|---|
Pola | 1b | 1c | 2c | 2c′ | 3p | 3b | 3c |
a Pol: polymorph. b PM: packing mode. c Peak emission wavelength. d The energy of the peak emission wavelength. e Dihedral angle between phenyl C and the –CC-plane. f Band gap between the HOMO and LUMO. g Peak excitation wavelength at lower energy area. | |||||||
PMb | RS | RR/SS | RS | RR/SS | RS | RR/SS | RR/SS |
λ em /nm | 434 | 484 | 469 | 484 | 425 | 445 | 468 |
ΔE1d/eV | 2.86 | 2.57 | 2.65 | 2.57 | 2.92 | 2.79 | 2.66 |
α /° | 49.24 | 36.46 | 48.62 | 31.81 | 53.04 | 43.50 | 34.50 |
ΔE2f/eV | 4.47 | 4.17 | 4.50 | 4.22 | 4.55 | 4.45 | 4.29 |
λ bg /nm | 278 | 298 | 276 | 295 | 273 | 279 | 290 |
λ ex /nm | 355 | 409 | 370 | 387 | 330 | 365 | 390 |
Δ λ ex−λbg/nm | 77 | 111 | 94 | 92 | 57 | 86 | 100 |
Δ λ ab−λbg/nm | 39 | 19 | 41 | 22 | 47 | 41 | 30 |
The molecular conformations of other five polymorphs are shown in Fig. S4.† Polymorphs, except 2c, with the same packing modes possess similar conformations, that is, the conformation of the RS-packing of 3p is similar to that of the RS-packing of 1b, and the conformations of 2c′, 3b and 3c are similar to that of the RR/SS-packing of 1c. However, the conformation of the RS-packed 2c is an intermediate case between the conformations of RS-packed and RR/SS-packed polymorphs, that is, the α value between the phenyl C and the –CC-plane of the RS-packed 2c is similar to that of the RS-packed 1b and 3p (Table 2), but the orientation of the carbonyl (CO) at C-5 is similar to that of the RR/SS-packed 1c, 2c′, 3b and 3c. It is worth mentioning that two different conformations of 3b exist (3b1 and 3b2 in Fig. S4†). The intramolecular short-range ring interactions between rings A and C in these polymorphs are shown in Table S1.†
The red-shifted absorption and emission spectra of organic fluorophores in aggregates are mainly caused by the planarization of its π-conjugated moiety, intramolecular and intermolecular interactions. The planarization and intramolecular interactions depend on the molecular conformation, but intermolecular interactions depend on the molecular stacking mode. To evaluate the influences of the conformation and the packing mode of the polymorphs of THPs 1–3 on their absorption wavelengths, the lowest energy excitation peaks λex of these polymorphs and the band gap values (λbg) between their HOMOs and LUMOs and their differences (Δλex−λbg) have been listed in Table 2. The differences (Δλab−λbg) between the lowest energy absorption peaks (λab) of THPs 1–3 in solution and the λbg values are also listed in Table 2. The influence of molecular conformation/stacking mode on the absorption spectra of these polymorphs can be evaluated by the Δλab−λbg/Δλex−λbg values. It can be see that the molecular packing modes in these polymorphs can lead to a 57–111 nm (Δλex−λbg) red-shift in their excitation spectra, but their twisted conformation leads to a 19–47 nm (Δλab−λbg) blue-shift. Therefore, the large red-shifts in the absorption and emission spectra of these polymorphs are mainly attributed to intermolecular ring interactions. This is because the ring interactions of adjacent π-conjugated molecules have been demonstrated to cause a larger, non-structural red-shift in the absorption/emission spectra compared to that caused by molecular planarization.20
Then, what is the reason for the differences in the Δλex−λbg and Δλab−λbg values between the polymorphs of THPs 1–3? By comparing the Δλex−λbg values of these polymorphs and the intermolecular interactions in these polymorphs, it can be deduced that the Δλex−λbg values should mainly depend on the short-range (4.1–5.5 Å) interactions between the phenyls of adjacent molecules (the short-range ring interactions in 1c, 1b, 2c, 2c′, 3p, 3b and 3c are depicted in Fig. S6†). Short-range ring interactions in the RR/SS-packing polymorphs 1c and 3c exist among all zigzag-aligned R- or S-enantiomers (Fig. 4E–H), but those in their corresponding RS-packing polymorphs 1b and 3p only exist between two paired R- and S-enantiomers. Therefore, the former can lead to a larger electron delocalization than the latter, and hence the Δλex−λbg values (110 and 100 nm) of the RR/SS-packing polymorphs 1c and 3c are much larger than those (77 and 57 nm) of their corresponding polymorphs 1b and 3p. Although 2c also formed a RS-packing mode, the short-range ring interactions in it are not limited to two paired R- and S-enantiomers (Fig. S6†) and are similar to those in its RR/SS-packing polymorph 2c′, and hence RS-packing 2c and RR/SS-packing 2c′ possess similar Δλex−λbg values (94 and 92 nm). By comparing the Δλab−λbg values of these polymorphs and their conformations, it can be deduced that the differences in the Δλab−λbg values between these polymorphs should mainly be caused by the different dihedral angle α between the phenyl C and the –CC-plane (Table 2) and by the conjugation between the dicarboxylates (with or without through-space conjugation in Fig. 6 and S5†). For example, the Δλab−λbg value of 3b is 6 nm smaller than that of 3p but 11 nm larger than that of 3c, even though the differences in the dihedral angle α between 3b and 3p and between 3b and 3c are similar (9.54 and 9.00°). The reason for this should be that the difference in the Δλab−λbg value between 3b and 3p is mainly caused by their different α values but the difference in the Δλab−λbg value between 3b and 3c arises from their different α values and from conjugation between the dicarboxylates (Fig. S5†).
Footnote |
† Electronic supplementary information (ESI) available: General method, instruments, preparation of polymorphs, characterization data, 1H and 13C NMR of THP 3, Table S1 and S2, Fig. S1–S4, “cif” files containing single-crystal X-ray diffraction data of 2c, 2c', 3p, 3b and 3c. CCDC 850811, 1011037–1011040. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/c5sc01226k |
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