Open Access Article
Yanyan Lia,
Liting Lina,
Jie Yanga,
Kun Qian
*a,
Tao Jianga and
Hong Li*b
aCollege of Pharmacy, Jiangxi University of Traditional Chinese Medicine, Nanchang, 330004, P. R. China. E-mail: qk0876@hotmail.com
bJiangxi Hosptial of Integrated Traditional Chinese and Western Medicine, Nanchang, 330003, P. R. China. E-mail: jllhong@163.com
First published on 11th January 2021
The luminescence of dielectric phase transition materials is one important property for technological applications, such as low-energy electron excitation. The combination of dielectric phase transitions and luminescence within organic–inorganic hybrids would lead to a new type of luminescent dielectric phase transition multifunctional material. Here, we report two novel A2BX4 organic–inorganic hybrid complexes [Me3NVinyl]2[MnCl4] 1 and [Me3NVinyl]2[MnBr4] 2, ([Me3NVinyl] = trimethylvinyl ammonium cation). The complexes 1 and 2 were found to undergo continuous reversible phase transitions as well as switch dielectric phase transitions. Strikingly, intensive red luminescence and green luminescence were obtained under UV excitation respectively to reveal potential application of the two complexes in multi-functional materials along with dielectric switches and so on.
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Pr3+ with a perovskite structure shows red cathodoluminescence, which can be excited at a low anode voltage; even below 10 V. The cathodoluminescence at such a low accelerating anode voltage makes this material attractive for potential applications in flat-panel display, field emission display (FED) and vacuum fluorescent displays.15–17
Along with the development and applications of organic–inorganic hybrid complexes in various fields in the past decade, a large number of luminescent materials based on hybrid organic–inorganic hybrid complexes have been developed because they combine facile synthesis with intriguing and tunable optical properties.18 These advantages make them suitable for a variety of low-cost optoelectronic devices, such as light emitting diodes19–22 and solar cells.23–25 Meanwhile, much progress has been achieved in ferroelectricity in organic–inorganic hybrid complexes.26–40 Our group reported a series of AMnX3-type luminescent ferroelectrics with excellent performances, including (pyrrolidinium)MnCl3, (pyrrolidinium)MnBr3, (3-pyrrolinium)MnCl3, and trimethylchloromethylammonium trichloromanganese(II) (TMCM–MnCl3).41–44 Among them, TMCM–MnCl3 has shown a large piezoelectric coefficient d33 of up to 185 pC/N, which is comparable with that of classical piezoceramics, such as barium titanate (BTO; 190 pC/N).44 Their photoluminescence (PL) can be attributed to the 4T1–6A1 electronic transition of the octahedrally coordinated Mn2+ ions, which typically produces a red emission.45 Additionally, several luminescent molecular ferroelectrics based on lanthanide ions have been reported recently.46–48
In the search for new phase transition materials with excellent dielectric properties, quasi-spherical organic cations are usually selected as the building block for organic–inorganic hybrid complexes because they could trigger ordered-disordered phase transition and thus exhibit desired properties.49–51 The construction of molecular compounds with quasi-spherical organic cations has become a universal method for designing phase transition materials.52 Hybrid metal halide perovskite-type complex with general formula of A2BX4 was a good case (A = organic ammonium cation, B = divalent metal, X = halogen). Such hexagonal stacking perovskites involve a large class of complexes (M = Mn, Fe, Co, Ni, Cu, Cr, or V; X = Cl or Br).53 Among them, the Mn-complexes have been discovered to fluoresce brightly due to the existence of the luminous activator Mn2+ ion.54 Therefore, we tried to design A2BX4-type complexes, and found two new phase transition materials: [Me3NVinyl]2[MnX4] (X = Cl, Br), which exhibit intense luminescence respectively under an UV excitation. Here, their synthesis, structural phase transitions, and photoluminescence properties are described as follows.
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1 in methanol solution at room temperature, mp ∼ 230 °C. Complex 2 was synthesized as block-shaped orange single crystal by slow evaporation of the mixture solution of manganese bromide and trimethylvinyl ammonium bromide in a 40% hydrobromic acid solution, mp ∼ 250 °C. Single crystal suitable for X-ray diffraction analysis was selected and studied. Polycrystalline samples were prepared by grinding the air-dried crystals into fine powder. The exposure to air for complexes 1 and 2 is not good for testing due to hygroscopicity.
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| Fig. 1 (a) DSC curves of complex 1 shown in the temperature range from 150 to 355 K. (b) DSC curves of complex 2 shown in the temperature range from 160 to 240 K. | ||
For the complex 2, interestingly, and different from complex 1, [Me3NVinyl]2[MnBr4] (2) was found to only undergo two continuous reversible phase transitions below room temperature. A couple of continuous reversible phase transitions around the temperature 213/194 K and 199/179 K were observed in the DSC curve (Fig. 1b). For above room temperature, DSC measurements were carried out on them again with a rate of 3 K min−1. No phase transition was discovered above room temperature (Fig. S3†). For convenience, the phase above the temperature 213 K is designated as α phase, the phase between the temperature 199 and 213 K as β phase, and the phase below the temperature 199 K as γ phase.
C bond distances are essentially identical, which are 1.281(9), 1.294(8), 1.299(9) and 1.304(7) respectively as shown in Table S2.† In the pack structure along plane ab, each Mn atom situates at 21 axis, and the four symmetric operations (1, 2, i, c) in the δ phase could be observed, as shown in Fig. 2a.
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| Fig. 2 (a) Pack diagrams of complex 1 (200 K). (b) Pack diagrams of complex 1 (303 K). (c) Pack diagrams of complex 1 (348 K). Hydrogen atoms bonded to the C atoms were omitted for clarity. | ||
When the temperature rises to 303 K (β phase), the structure parameters are remarkably dissimilar to those found in the δ-phase. At 303 K, complex 1 crystallizes in the orthorhombic system space group Pnma (no. 62). It is noteworthy that the molecular component in the β-phase is the same as that at 200 K in the δ-phase, while the basic unit of the crystal structure at 303 K has halved the content compared to that of the δ-phase at 200 K, with cell parameters of a = 13.13(9) Å, b = 8.89(10) Å, c = 16.20(14) Å, β = 90°, Z = 8 and the volume reducing twice from 3637.2(4) Å3 to 1889.5(3) Å3 (Table S1†). Each asymmetric unit consists of one [MnCl4]2− anion and two trimethylvinyl ammonium cations, with a formula of [A2BX4] (Fig. S4b†). The rising in temperature gives rise to the change of β angle from 119.22(7)° to 90°, accompanied by the transition of crystal system from monoclinic to orthorhombic. In the β phase, the thermal ellipsoids of most atoms are accordingly larger than those in the δ phase, corresponding to a definitely disordered phase. With the temperature increasing from 200 K to 303 K, the swaying motions of the three chloride atoms are activated, while the ordered chloride atoms become disordered and occupy two positions, respectively (Fig. S4b†). The Mn–Cl bond distances at the range are from 2.303(10) to 2.342(4) Å and Cl–Mn–Cl angles of adjacent Cl atoms vary from 107.6(3) to 115.0(15)°. In the pack structure, all atoms are situated in a mirror plane along a axis as illustrated in Fig. 2b. During the transition from δ phase to β phase, the symmetry elements of the crystallographic symmetric operations (1, 2, i, c) have doubled to eight symmetric operations (1, 2, 2, 2, i, a, m, n) (Fig. S4b†).
Interestingly, with the rise of temperature, the structure at 348 K (α phase) still adopts the same orthorhombic system and the same space group Pnma with cell parameters of a = 13.10(14) Å, b = 9.04(12) Å, c = 16.18(19) Å, β = 90° and the volume expanding from 1889.5(3) Å3 to 1916.4(4) Å3. The asymmetric unit remains the same as that at 303 K in the β phase, consisting of one [MnCl4]2− anion and two organic ammonium cations, with the same formula of A2BX4, as shown in Fig. S4c.† With the temperature increasing from 303 K to 348 K, the swaying motions of two trimethylvinyl ammonium cations are activated, while the ordered ammonium cations become disordered and occupy two positions, respectively (Fig. S4c†). The Mn–Cl bond distances are in the range of 2.325(3) to 2.353(4) Å and the angles Cl–Mn–Cl of adjacent Cl atoms vary from 107.94(10) to 111.62(16)°, as shown in Table S4.† Moreover, the C
C bond distances are larger than that in the β phase and δ phase, which are 1.342(9) and 1.337(9) Å. Compared with the β phase, the Mn–Cl bond distances and the Cl–Mn–Cl bond angles change slightly, resulting in the structure phase change, also confirmed by the DSC results. Although space group does not change from β phase to α phase, the structural phase transition of complex 1 belongs to isomorphic phase transition.
With the temperature rising from δ phase to α phase, the hydrogen bond networks of complex 1 changed, as shown in Fig. S5–S7.† At δ phase, each Cl atom was connected with hydrogen atom through H⋯Cl non-covalent interactions, forming rich hydrogen networks (Fig. S5†). When the temperature rising to 303 K (β phase), the H⋯Cl hydrogen bond shift between the order-disorder Cl atom. And only three Cl atoms are connected with hydrogen atoms through H⋯Cl hydrogen bond due to the vibration of Cl atom when the temperature rising (Fig. S6†). With the temperature rising to 348 K (α phase), the H⋯Cl hydrogen bond begins to shift among the trimethylvinyl ammonium cations (Fig. S7†).
Similarly, the variable-temperature X-ray structures of complex 2 were performed at 173 and 223 K. At 173 K (γ phase), complex 2 crystallizes in the monoclinic crystal system the space group P21/c (no. 14), with cell parameters of a = 9.23(6) Å, b = 15.19(10) Å, c = 13.74 (8) Å, β = 91.49(6)°, and V = 1926.2(2) Å3 (Table S5†). As shown in Fig. S8a,† each asymmetric unit is comprised of one [MnBr4]2− anion and two trimethylvinyl ammonium cations. Each Mn atom is coordinated by four bridged Br atoms, forming a slightly distorted tetrahedral. The Mn–Br bond distances are at the range from 2.500(3) to 2.535(3) Å and Br–Mn–Br angles of adjacent Br atoms vary from 105.50(11) to 118.26(12)° (Table S6†). The four symmetric operations (1, 2, i, c) can be observed in the pack structure, as shown in Fig. 3a.
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| Fig. 3 (a) Pack diagrams of complex 2 in the γ phase at 173 K. (b) Packing structure of complex 2 in the α phase at 223 K. All H atoms were omitted for clarity. | ||
When the temperature rises to 223 K (α phase), complex 2 crystallizes in the orthorhombic system space group Pnma (no. 62), with cell parameters of a = 13.45(3) Å, b = 9.114(2) Å, c = 16.42(5) Å, β = 90°, and V = 2012.4(9) Å3 (Table S5†). Similarly, each asymmetric unit is comprised of one [MnBr4]2− anion and two trimethylvinyl ammonium cations (Fig. S8b†). Each Mn atom is coordinated by four bridged Br atoms, forming a slightly distorted tetrahedral. Dissimilarly, all atoms are situated in a mirror plane along a axis in the pack diagram. (Fig. 3b) And the Mn–Br bond distances are at the range from 2.472(2) to 2.502(4) Å and Br–Mn–Br angles of adjacent Br atoms vary from 107.50(10) to 113.60(15)° (Table S7†). And the C
C bond distances decrease from 1.29(3) and 1.26(3) Å in the γ phase to 1.263(17) and 1.221(18) Å in the α phase. During the transition from γ phase to α phase, the symmetry elements of the crystallographic symmetric operations (1, 2, i, c) have doubled to eight symmetric operations (1, 2, 2, 2, i, a, m, n). Rich hydrogen bond networks of complex 2 are also observed in Fig. S9 and S10.†
In order to reflect the phase transitions more evidently, the dielectric properties of complex 1 were measured in the temperature range 180–280 K, 305–350 K at different frequencies, respectively (Fig. 4a and b). As illustrated in Fig. 4a, during the heating process at 1 MHz, the real part (ε′) has a value of about 5.9 when the temperature is ranging from 305 to 330 K, which is corresponded to β phase. At 334 K, the dielectric constant value (ε′) sharply increases. When the temperature is ranging from 340 to 350 K, the dielectric constant value (ε′) has a value of about 9.8, which is corresponded to α phase. That is, the magnitude of ε′ after phase transition is almost 1.6 times that before phase transition, demonstrating a noticeable step-like anomaly at around 334 K. Furthermore, the changes of ε′ at lower frequencies are more pronounced than those at higher frequencies, revealing that the dielectric constant is very sensitive to the external frequencies (Fig. 4a). The dielectric losses of complex 1 demonstrate a noticeable step-like anomaly at 334 K at various frequencies are also observed in Fig. S11.†
In case of the phase below room temperature, two pair of remarkable dielectric anomalies can be observed near the phase transition temperature. As displayed in Fig. 4b, upon heating the ε′ at 1 MHz remains about 7.6–7.9 from 180 to 231 K which is corresponded to δ phase, and then it increases to 8.4 at 237 K, seen as an apparent step-like anomaly around 237 K. The change of dielectric constant means the structural phase transition from δ phase to γ phase. With the temperature further increasing, the ε′ value increases slightly from 8.4 to 8.7 near 254 K, and the change of dielectric constant means the structural phase transition from γ phase to β phase. Furthermore, at 10 kHz and 100 kHz upon heating, the dielectric constant is sensitive to the external frequencies, consistent with the results recorded in Fig. 4b inset. Comparatively speaking, it is found that the dielectric response in the high temperature part is more sensitive to the change in frequency.
As for complex 2, the real part (ε′) at different frequencies upon a heating–cooling cycle shown in Fig. 4c further confirms the phase transition behaviours. Upon cooling, the ε′ kept stable with a value of about 9.6 when the temperature was decreasing from 227 to 196 K at 1 MHz, which corresponds to a high dielectric state. When further cooling, the ε′ value rapidly decreases to reach a value of about 6.9 at 186 K, transferring to a medium dielectric state with a step-like anomaly around the 194 K. Correspondingly, the change of dielectric constant means the structural phase transition from β phase to α phase in the heating process. The ε′ value at the high dielectric state is approximately 1.4 times as high as that at the medium dielectric state. Immediately, as temperature further declines, it displayed an abrupt decrease down to about 6.3 at 176 K, which corresponds to a low dielectric state. The change of dielectric constant equally means the structural phase transition from γ phase to β phase when heating. Furthermore, at 1 kHz, 100 kHz and 1 MHz upon cooling, the dielectric constant is sensitive to the external frequencies, consistent with the results recorded in Fig. 4c inset.
Overall, for complexes 1 and 2, the dielectric anomaly curves of the temperature-dependent ε′ obtained in the cooling modes match well with those recorded during the heating processes, strongly supporting the existence of reversible phase transitions, in good agreement with the DSC results mentioned above. Moreover, it is worth mentioning that the prominent step-like dielectric anomalies of the halogen substituted complexes also indicate the potential application prospects of dielectric switches in a tunable temperature range.
Then by quenching the heated components, the luminescence data were collected at 80, 185, 200, 300 and 344 K, respectively. As shown in Fig. 5c, the complex 1 exhibited the strongest emission at 80 K. However, the emission intensity decreased sharply with the temperature rising from 80 to 344 K, which might be ascribed to the non-radiation relaxation increased at high temperature. It should be noted that the luminescence peaks were also different with different symmetries. When the temperature was rose slowly from 80 to 185 and 200 K (δ phase), the emission peak was slightly shifted from 534 to 532 nm. Interesting, when the temperature rising to 300 K (β phase) and 344 K (α phase), the emission maximum was hypsochromic-shift by 10 nm to 524 nm. This may be ascribed to the changed intermolecular stacking mode, owning to the molecular of complex 1 was more and more disorder when the temperature increased from 80 to 300 K. By exciting the sample at 450 nm, the quantum yield at room temperature is 2%.
For complex 2, when subjected to a UV lamp at 365 nm, the orange crystals emit intense green light, as shown in Fig. 6a and b. The absorption spectrum consists of several bands ranging from visible to UV, as shown in the UV-vis result in Fig. 6c. By resonantly exciting the sample at 460 nm (on one of the strongest absorption band in visible range), the photoluminescence (PL) spectra at room temperature was exhibited in Fig. 6c. In the PL spectra, a strong emission can be observed at about 530 nm at 295 K. Such emission originates from the tetrahedrally coordinated manganese, where the detailed discussion can be found in Orgel's work in 1958.60
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| Fig. 6 Photoluminescence properties of complex 2. (a) Image of the crystals of 2 under ambient light. (b) Image of the crystals of 2 under UV light. (c) Absorption (inset) and emission spectra of 2. | ||
Then by quenching the heated components, the luminescence data of complex 2 were collected at 80, 160, 223 and 310 K, respectively. As shown in Fig. 6c, the complex 2 exhibited the strongest emission at 80 K. When the temperature was rising from 80 to 160 K (γ phase), the strongest fluorescence peak shifted from 539 to 537 nm. When the temperature was rising to 223 K (α phase), the strongest fluorescence peak shifted from 537 to 536 nm. Interesting, when the temperature was rising to 310 K (α phase), the emission maximum was shift to 530 nm again. With the temperature rising from 80 to 300 K, intermolecular stacking mode changed, lead to the emission maximum hypsochromic-shift. By exciting the sample at 460 nm, the quantum yield at room temperature is 4.2%.
In addition, we noticed that the point group changes from point group 2/m (P21/c) to point group mmm (Pnma) belonging to the 94 species of ferroelastic phase transitions with an Aizu notation of mmm F2/m in complexes 1 and 2, corresponding to one ferroelastic–paraelastic phase transitions. The orthorhombic–monoclinic transition lowers the symmetry from the mmm to the 2/m. Eight symmetry elements in mmm decrease to four in 2/m. Hence the possible domain number is 8/4, that is, two. The Curie symmetry principle tells us that the space group at the ferroelastic phase should be the subspace group at the paraelastic phase. The number of spatial symmetry operations decreases from 8 to 4 during the symmetry breaking process, as shown in Fig. 7. The explore of ferroelastic domain will be carried out in next step.
Footnote |
| † Electronic supplementary information (ESI) available: Experimental details, IR spectrum and selected bond length and bond angles. CCDC 2020459–2020463. For ESI and crystallographic data in CIF or other electronic format see DOI: 10.1039/d0ra08795e |
| This journal is © The Royal Society of Chemistry 2021 |