

基于吡啶二羧酸配体的稀土配合物的合成、结构及性质
English
Synthesis, Structure, and Properties of Rare-Earth Complexes Based on Pyridine Dicarboxylic Acid Ligands
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Key words:
- rare-earth complex
- / dipicolinate
- / 1, 10-phenanthroline
- / crystal structure
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0. Introduction
Coordination polymers (CPs) are multifunctional materials formed by the self - assembly of metal salts and organic ligands. Complexes have shown excellent performance in catalysis[1-2], adsorption[3-4], loading[5-6], detection[7-8], sensing[9-10], anti-corrosion[11-12] and attracted more and more attention of scientific researchers. The complexes with tunable pore size and function can be obtained by changing factors such as metal elements, organic ligands, and reaction conditions. Polycarboxylic acid ligands are widely used to construct 1D, 2D, and 3D supramolecular CPs with novel structures and unique properties due to their various flexible bonding methods. Pyridine carboxylic acid ligands with special configurations have a strong coordination ability with metals and pore size and polarity can be adjusted by uncoordinated nitrogen atoms to obtain porous materials with special structures and properties. Such complexes synthesized by pyridine carboxylic acid ligands have high stability and generally have relatively high melting points. In recent years, the superiority of nitrogenous heterocyclic ligands has greatly promoted the development of such complexes[13-15]. Abdolmaleki[16] used picolinic acid as the main ligand and 2-methylpyrazole as the auxiliary ligand, and combined calcium, cobalt, and zirconium to synthesize four complexes. The research showed that the synthesized complexes had antibacterial properties. Zhao[17] took europium as the metal center, combined with dipicolinic acid to synthesize complexes with good fluorescence properties, and alkaline phosphatase can be rapidly detected by the photo-sensing effect of the complexes.
In this work, three kinds of complexes [Dy2(L1)3(L2)2]n (1), {[Tb2(L1)3(L2)2] ·5H2O}n (2), and {[Eu2(L1)3(L2)2] · 5H2O}n (3) were synthesized by solvothermal reaction with the main ligand 2, 6-lutidine-3, 5-dicarboxylic acid (H2L1), the auxiliary ligand 1, 10 - phenanthroline (L2), and rare-earth metal ions.
1. Experimental
1.1 Materials and measurements
Dysprosium nitrate pentahydrate (Dy(NO3)3·5H2O), terbium nitrate hexahydrate (Tb(NO3)3·6H2O), europium nitrate hexahydrate (Eu(NO3)3·6H2O), N, N-dimethylformamide (DMF), H2L1, L2, etc. were all analytically pure reagents, purchased from Shanghai MacLean Reagent Company, and not purified when used.
A Perkin-Elmer 240Q elemental analyzer (American) was used for the determination of C, N, and H elements. IR spectra were determined in a range of 4 000-400 cm-1 by using Shimadzu FTIR-8400 Fourier transform infrared spectrometer (Japan) and KBr tablet. UV-Vis spectra were measured by a UV-5500PC dualbeam UV-Vis spectrophotometer (China) at room temperature. The fluorescence spectra were measured by an EDXRF fluorescence spectrometer (China) at room temperature. The samples were dissolved in reference solvent DMF (10 μmol·L-1) in UV - Vis and fluores cence measurements. Thermogravimetric analyses (TGA) were performed on an SDT - Q600 synchronous thermogravimetric/differential thermogravimetric analyzer (American).
1.2 Synthesis of the complexes
Complex 1: a mixture of H2L1 (0.039 0 g, 0.20 mmol), L2 (0.036 0 g, 0.20 mmol), Dy(NO3)3·5H2O (0.087 7 g, 0.20 mmol), DMF (6 mL), and distilled water (4 mL) was added to the beaker and stirred at room temperature until the mixed solution was clear. The solution was stirred for 30 min before the solution was transferred to the Teflon - lined reaction kettle. Finally, the solution in the reaction kettle was heated at 90 ℃ for 72 h and then cooled at a rate of 5 ℃·h-1 until it dropped to room temperature. The reaction kettle was taken out and light green transparent needle crystals were obtained. Yield: 53.36% (based on Dy). Anal. Calcd. for C51H37Dy2N7O12(%): C 48.43, N 7.75, H 2.95; Found(%): C 48.38, N 7.68, H 2.98.
Complex 2: except for Tb(NO3)3·6H2O (0.130 6 g, 0.20 mmol), the synthesis method and steps of complex 2 were the same as those of complex 1. After the reaction kettle had cooled to room temperature, light yellow transparent needle-shaped crystals were isolated. Yield: 54.6%(based on Tb). Anal. Calcd. for C51H47N7O17Tb2 (%): C 45.45, N 7.27, H 3.51; Found(%): C 45.41, N 7.32, H 3.57.
Complex 3: except for Eu(NO3)3·6H2O (0.089 2 g, 0.20 mmol), the synthesis method and steps of complex 3 were the same as those of complex 1. After the reaction kettle had cooled to room temperature, light yellow transparent needle-shaped crystals were obtained. Yield: 54.6% (based on Eu). Anal. Calcd. for C51H47Eu2N7O17(%): C 45.92, N 7.35, H 3.55; Found (%): C 45.83, N 7.32, H, 3.59.
1.3 Crystal structure determination
The crystals with dimensions of 0.21 mm×0.20 mm×0.16 mm (1), 0.19 mm×0.17 mm×0.14 mm (2), and 0.18 mm×0.15 mm×0.12 mm (3) were selected to be measured with an Agilent Technologies G8910A single crystal diffractometer at 293 K with Mo Kα radiation (λ=0.071 073 nm) and φ-ω scanning was used to collect the diffraction point data of the crystal. The orig inal data were restored using the CryAlis Pro program, and all data were corrected for Lp factor and empirical absorption[18]. The rough structure was solved by the direct method in SHELXS - 2014, and the full - matrix least - squares method was used to refine the coordinates of non - hydrogen atoms and their anisotropic temperature factors by using the SHELXL-2014 program. All hydrogen atom coordinates were obtained by theoretical hydrogenation. The free water molecules of complexes 2 and 3 were highly disordered and could not be modeled properly, thus the SQUEEZE routine of PLATON was applied to remove the contributions to the scattering from the solvent molecules. The relevant crystallographic data are listed in Table 1, and the principal bond lengths and bond angles are listed in Table 2.
Table 1
Parameter 1 2 3 Empirical formula C51H37Dy2N7O12 C51H47N7O17Tb2 C51H47Eu2N7O17 Formula weight 1 264.88 1 347.82 1 333.89 Crystal system Monoclinic Triclinic Triclinic Space group I2/a P1 P1 a/nm 1.856 66(6) 1.256 952(15) 1.257 24(3) b/nm 1.523 97(4) 1.285 456(16) 1.286 53(3) c/nm 1.821 70(5) 1.859 93(2) 1.864 40(4) α/(°) 94.580 6(10) 94.718 1(17) β/(°) 112.529(3) 105.452 2(10) 105.361 8(18) γ/(°) 118.465 4(12) 118.335(2) V/nm3 4.761 1(3) 2.469 3(6) 2.481 4(10) F(000) 2 484 1 336 1 324 Z 4 2 2 Dc/(g·cm-3) 1.766 1.813 1.783 μ/mm-1 3.19 2.92 2.59 θrange/(°) 1.8‐29.3 1.9‐29.4 1.9‐29.4 Reflection, independent 15 230, 4 194 53 952, 11 555 53 243, 11 773 Observed reflection [I > 2σ(I)] 3 745 10 182 9 946 Rint 0.025 0.041 0.042 R1 [I≥2σ(I)] 0.033 0.028 0.031 wR2 (all data) 0.095 0.063 0.076 GOF 1.08 1.09 1.08 Table 2
1 Dy1—O1 0.246 3(3) Dy1—O4 0.231 6(3) Dy1—N4 0.254 3(4) Dy1—O2 0.235 5(3) Dy1—O5 0.227 2(4) Dy1—O6 0.234 0(4) Dy1—O3 0.231 9(3) Dy1—N3 0.250 2(5) O2—Dy1—O1 54.19(11) O1—Dy1—N4 110.31(14) O4—Dy1—C8 76.17(13) O3—Dy1—O1 146.75(13) O2—Dy1—N3 85.76(14) N3—Dy1—N4 65.48(15) O3—Dy1—O2 142.67(12) O3—Dy1—N3 81.55(14) N3—Dy1—C8 77.55(15) O4—Dy1—O6 76.92(13) O4—Dy1—N4 143.39(13) N4—Dy1—C8 91.31(14) O1—Dy1—N3 70.44(14) 2 O1—Tbi 0.244 3(2) O5—Tb1 0.232 6(2) N4—Tb1 0.257 1(3) O2—Tbi 0.242 5(2) O8—Tb2 0.236 4(2) N7—Tb2 0.251 8(3) O3—Tb1 0.234 2(2) O9—Tb1 0.245 9(2) N6—Tb2 0.257 8(3) O3—Tb1—O9 129.76(8) O12—Tb2—O8 77.57(9) O10—Tb1—N4 71.17(8) O5—Tb1—O3 80.50(8) O3—Tb1—N4 79.09(8) O9—Tb1—N4 98.30(8) O6ii—Tb1—O9 149.82(8) O5—Tb1—N4 144.29(9) N7—Tb2—N6 64.00(10) O10—Tb1—O9 53.52(8) O9—Tb1—N5 73.47(8) O8—Tb2—N7 73.03(9) 3 Eu1—O3 0.247 0(3) Eu2—O8 0.235 6(3) Eu1—N4 0.254 8(3) Eu1—O4 0.244 2(3) Eu1—O9 0.308 8(3) Eu1—N5 0.260 7(4) Eu1—O6 0.239 4(3) Eu1—O10 0.237 2(3) Eu2—N6 0.259 9(3) O4—Eu1—O3 53.49(9) O8—Eu2—O12 76.60(9) O8—Eu2—N7 138.89(10) O6—Eu1—O4 144.54(10) O10—Eu1—O9 45.49(9) O3—Eu1—N5 94.80(10) O6—Eu1—O3 143.64(9) O8—Eu2—N6 144.41(10) O3—Eu1—N5 94.80(10) Symmetry codes: ix-1, y-1, z-1; ii-x+1, -y+1, -z for 2. 2. Results and discussion
2.1 Crystal structural analysis
2.1.1 Crystal structure of complex 1
The basic structure of complex 1 contains two Dy(III) central ions, three main L12- ligands, and two auxiliary L2 ligands and the asymmetric unit structure is shown in Fig. 1a. In this complex, the central Dy(III) ion is coordinated with six carboxyl oxygen atoms (O1, O2, O3, O4, O5, O6) from L12- and two nitrogen atoms (N3, N4) from L2 respectively, forming an eight-coordinate structure. Among the atoms participating in the coordination, the sum of the bond angles formed by the four atoms of O3, O6, O4, and O5 is 359.989°, which is close to the ideal 360°, indicating that the four coordinating atoms form a plane and there is a good flatness. The Dy(III) ion is in the center of the twisted triangular prism composed of O3, O6, O4, O5, O2, and N3. The coordinated atoms O1 and N4 on the ligand are on the periphery of the triangular prism, forming a twist double-capped triangular prism with the six atoms that make up the triangular prism (Fig. 1b). The Dy (III) ion was used as the metal node to connect with L12- and L2 to form an infinitely extending 1D chain structure in complex 1 (Fig. 1c).
Figure 1
The Dy—O bond lengths are between 0.227 2 and 0.246 3 nm and the Dy—N bond lengths are between 0.250 2 and 0.254 3 nm. The O—Dy—X (X=O, N) bond angles are between 54.19(11)° and 146.75(13)°. These bond lengths and bond angles are all within the normal range.
2.1.2 Crystal structure of complexes 2 and 3
Single crystal X-ray crystallographic analysis reveals that complexes 2 and 3 are isomorphous. Therefore, only the structure of complex 2 will be described in detail. There are two central Tb (III) ions, three main L12- ligands, and two auxiliary L2 ligands in the basic structure of complex 2 and the asymmetric unit structure is shown in Fig. 2a. Similar to the Dy(III) ion of complex 1, the central Tb (III)) ion is coordinated with six carboxyl oxygen atoms of L12- and two nitrogen atoms of L2 respectively to form an eight-coordinate structure in complex 2. Like complex 1, four coordinated atoms N4, N5, O9, and O10 form a plane with good planarity in complex 2, and eight atoms coordinating with the Tb(III) ions also form a twisted double - capped triangular prism (Fig. 2b). The Tb (III) ion was used as the metal node to connect with L12- and L2 to form an infinitely extending 1D chain structure in complex 2 (Fig. 2c).
Figure 2
The Tb—O bond lengths are between 0.232 6 and 0.245 9 nm and the Tb—N bond lengths are between 0.251 8 and 0.257 8 nm. The O—Tb—X (X=O, N) bond angles are between 53.52(8)° and 149.82(8)°. These bond lengths and bond angles are all within the normal range.
2.2 IR spectroscopic analysis of complexes 1-3
The IR spectra of ligands H2L1, L2, and complexes 1-3 are shown in Fig. 4. The N—H stretching vibration absorption peaks at 3 395 cm-1 for L2 and 3 411 cm-1 for H2L1, and this peak shifted to 3 416, 3 420, and 3 420 cm-1 for complexes 1-3, respectively. The carboxyl group O—H stretching vibration absorption peak appeared at 3 547 cm-1 for H2L1 but it did not appear for complexes 1-3, indicating that the carboxyl group is involved in the coordination reaction. The C=O stretching vibration absorption peak for H2L1 appeared at 1 718 cm-1 and this peak appeared at 1 625, 1 626, and 1 631 cm-1 for complexes 1-3, indicating that carbonyl oxygen shifts after forming coordinate bonds with metals. The C—H stretching vibration absorption peak for H2L1 appeared at 1 385 cm-1 while this peak appeared at 1 386, 1 390, and 1 390 cm-1 for complexes 1-3, respectively. These results indicate that both ligands participate in the coordination reaction.
Figure 3
Figure 4
2.3 UV-Vis spectrum analysis of complexes 1-3
The UV - Vis spectra of ligands 1-3 and ligands H2L1 and L2 are shown in Fig. 5. The ligands and complexes 1-3 all had an absorption peak near 270 nm. According to the molecular structure analysis of the ligands, this peak corresponds to the absorption wavelengths generated by the π-π* transition of the unsaturated bond, which can be assigned to the B absorption band on the aromatic ring. Compared with H2L1, the absorption peaks of complexes 1-3 were red - shifted because the conjugation system in the ligand molecule increases, and the degree of conjugation increases after the ligand is coordinated. Compared with H2L1, the absorption wavelengths of complexes 1-3 had a certain degree of redshift, which may be because the HOMO energy level of the metal complex increases, and the energy level difference between HOMO and LUMO decreases after the ligand is coordinated with metal ions[19].
Figure 5
2.4 Fluorescence spectrum analysis of complexes 1-3
The structures of ligands H2L1, L2, and complexes 1-3 all contain nitrogenous heterocycles and the conjugated π bonds of the heterocycles easily emit fluorescence. As shown in Fig. 6, the maximum emission wavelengths of ligands H2L1, L2, and complexes 1-3 were 294, 362, 412, 550, and 413 nm (λex=287, 289, 300 320, and 340 nm, respectively). The characteristic emission peaks of Dy (III) ions disappeared for complex 1, indicating that there is no effective energy transfer from the ligand to Dy(III) ions. After the ligand participated in the coordination reaction, the degree of internal conjugation of the complex molecule was enhanced, and the fluorescence intensity increased. The emission peaks appearing at 494, 550, and 590 nm are attributed to the transitions of 5D4→7F6, 5D4→7F5, and 5D4→7F4 of Tb(III) ions in complex 2[20], and the luminescence of complex 2 is dominated by the emission of 5D4→7F5 at 550 nm with the highest intensity. The emission peaks at 548, 597, and 621 nm are attributed to the transitions of 5D0→7F0, 5D0→7F1, and 5D0→7F2 of Eu(III) ions in complex 3, and the luminescence of complex 3 is dominated by the emission of 5D0→7F2 at 621 nm with the highest intensity.
Figure 6
2.5 TGA of complexes 1-3
To characterize the thermal stability of these complexes, TGA of the complexes was performed under a nitrogen atmosphere (Fig. 7). Complexes 2-3 began to decompose when initially heated until a plateau appeared around 97 ℃, which should be caused by the decomposition of crystal water molecules and dissociative water molecules in the complex molecules. The weight loss before 100 ℃ can be attributed to the hygroscopicity of complex 1. The decomposition occurred in a range of 260-475 ℃ should be the decomposition of the carboxyl group in the molecule and then the weight loss curve began to decline rapidly, which was attributed to the decomposition of the ligand heterocyclic skeleton. The TG curves of complexes 1-3 at 631, 574, and 604 ℃ tended to be stable respectively. The total weight loss rate of complex 1 was 72.45% and the residual weight was 27.55% (Calcd. 29.47%). The residue can be classified as Dy2O3. The residual weight of complex 2 was 26.84% (Calcd. 27.14%) and the residue can be assigned to Tb2O3. The residual weight of complex 3 was 26.40% (Calcd. 26.49%) and the residue can be assigned to Eu2O3.
Figure 7
3. Conclusions
In this work, three rare-earth-based pyridine acid complexes were successfully synthesized by the hydrothermal method. The structures and properties of the complexes were characterized by various analysis and testing methods and the result confirmed that the synthesized substances are all target products. Complexes 1-3 have the 1D chain structure formed by the rare earth ions and the ligands connecting infinitely in a carboxyl bridging manner.
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Table 1. Crystallographic data for complexes 1-3
Parameter 1 2 3 Empirical formula C51H37Dy2N7O12 C51H47N7O17Tb2 C51H47Eu2N7O17 Formula weight 1 264.88 1 347.82 1 333.89 Crystal system Monoclinic Triclinic Triclinic Space group I2/a P1 P1 a/nm 1.856 66(6) 1.256 952(15) 1.257 24(3) b/nm 1.523 97(4) 1.285 456(16) 1.286 53(3) c/nm 1.821 70(5) 1.859 93(2) 1.864 40(4) α/(°) 94.580 6(10) 94.718 1(17) β/(°) 112.529(3) 105.452 2(10) 105.361 8(18) γ/(°) 118.465 4(12) 118.335(2) V/nm3 4.761 1(3) 2.469 3(6) 2.481 4(10) F(000) 2 484 1 336 1 324 Z 4 2 2 Dc/(g·cm-3) 1.766 1.813 1.783 μ/mm-1 3.19 2.92 2.59 θrange/(°) 1.8‐29.3 1.9‐29.4 1.9‐29.4 Reflection, independent 15 230, 4 194 53 952, 11 555 53 243, 11 773 Observed reflection [I > 2σ(I)] 3 745 10 182 9 946 Rint 0.025 0.041 0.042 R1 [I≥2σ(I)] 0.033 0.028 0.031 wR2 (all data) 0.095 0.063 0.076 GOF 1.08 1.09 1.08 Table 2. Selected bond lengths (nm) and angles (°) for complexes 1-3
1 Dy1—O1 0.246 3(3) Dy1—O4 0.231 6(3) Dy1—N4 0.254 3(4) Dy1—O2 0.235 5(3) Dy1—O5 0.227 2(4) Dy1—O6 0.234 0(4) Dy1—O3 0.231 9(3) Dy1—N3 0.250 2(5) O2—Dy1—O1 54.19(11) O1—Dy1—N4 110.31(14) O4—Dy1—C8 76.17(13) O3—Dy1—O1 146.75(13) O2—Dy1—N3 85.76(14) N3—Dy1—N4 65.48(15) O3—Dy1—O2 142.67(12) O3—Dy1—N3 81.55(14) N3—Dy1—C8 77.55(15) O4—Dy1—O6 76.92(13) O4—Dy1—N4 143.39(13) N4—Dy1—C8 91.31(14) O1—Dy1—N3 70.44(14) 2 O1—Tbi 0.244 3(2) O5—Tb1 0.232 6(2) N4—Tb1 0.257 1(3) O2—Tbi 0.242 5(2) O8—Tb2 0.236 4(2) N7—Tb2 0.251 8(3) O3—Tb1 0.234 2(2) O9—Tb1 0.245 9(2) N6—Tb2 0.257 8(3) O3—Tb1—O9 129.76(8) O12—Tb2—O8 77.57(9) O10—Tb1—N4 71.17(8) O5—Tb1—O3 80.50(8) O3—Tb1—N4 79.09(8) O9—Tb1—N4 98.30(8) O6ii—Tb1—O9 149.82(8) O5—Tb1—N4 144.29(9) N7—Tb2—N6 64.00(10) O10—Tb1—O9 53.52(8) O9—Tb1—N5 73.47(8) O8—Tb2—N7 73.03(9) 3 Eu1—O3 0.247 0(3) Eu2—O8 0.235 6(3) Eu1—N4 0.254 8(3) Eu1—O4 0.244 2(3) Eu1—O9 0.308 8(3) Eu1—N5 0.260 7(4) Eu1—O6 0.239 4(3) Eu1—O10 0.237 2(3) Eu2—N6 0.259 9(3) O4—Eu1—O3 53.49(9) O8—Eu2—O12 76.60(9) O8—Eu2—N7 138.89(10) O6—Eu1—O4 144.54(10) O10—Eu1—O9 45.49(9) O3—Eu1—N5 94.80(10) O6—Eu1—O3 143.64(9) O8—Eu2—N6 144.41(10) O3—Eu1—N5 94.80(10) Symmetry codes: ix-1, y-1, z-1; ii-x+1, -y+1, -z for 2. -

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