基于 Ba7Nb4MoO20 和 Ba7Ta3.7Mo1.3O20.15 的材料的固态 95Mo 和 93Nb NMR 研究

IF 3.3 3区 化学 Q2 CHEMISTRY, PHYSICAL
Masataka Tansho, Atsushi Goto, Shinobu Ohki, Yuuki Mogami, Yuta Yasui, Yuichi Sakuda, Kotaro Fujii, Takahiro Iijima, Masatomo Yashima
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Although the structures of Ba<sub>7</sub>Nb<sub>4</sub>MoO<sub>20</sub> and their related materials were primarily analyzed by assuming an even distribution of Mo and Nb at each <i>M</i> (=Mo/Nb) site, solid-state nuclear magnetic resonance (NMR) spectra have revealed that Mo and Nb are unevenly distributed in Ba<sub>7</sub>Nb<sub>4</sub>MoO<sub>20</sub>. As it is crucial to determine whether the contributions to oxide-ion and proton conduction are the same for Mo and Nb, we focused on the signal differences among these as-prepared materials, namely, Ba<sub>7</sub>Nb<sub>4</sub>MoO<sub>20</sub>, Ba<sub>7</sub>Nb<sub>3.9</sub>Mo<sub>1.1</sub>O<sub>20.05</sub>, Ba<sub>7</sub>Nb<sub>3.85</sub>W<sub>0.15</sub>MoO<sub>20.075</sub>, and Ba<sub>7</sub>Ta<sub>3.7</sub>Mo<sub>1.3</sub>O<sub>20.15</sub>, using solid-state <sup>95</sup>Mo and <sup>93</sup>Nb NMR analysis. The <sup>95</sup>Mo NMR similar predominant peaks revealed in Ba<sub>7</sub>Nb<sub>3.9</sub>Mo<sub>1.1</sub>O<sub>20.05</sub>, Ba<sub>7</sub>Nb<sub>3.85</sub>W<sub>0.15</sub>MoO<sub>20.075</sub>, and Ba<sub>7</sub>Ta<sub>3.7</sub>Mo<sub>1.3</sub>O<sub>20.15</sub> are also attributed to the MoO<sub>4</sub> tetrahedron near the oxide-ion conducting layer owing to the small quadrupolar coupling constant, |<i>C</i><sub>Q</sub>|. Furthermore, a minor peak of <sup>95</sup>Mo has been observed in Ba<sub>7</sub>Ta<sub>3.7</sub>Mo<sub>1.3</sub>O<sub>20.15</sub>, which is presumed to be a MoO<sub>5</sub> polyhedron, MoO<sub>5</sub> monomer, or (Mo/Ta)<sub>2</sub>O<sub>9</sub> dimer, formed by the binding of the excess oxygen, represented by (1/2)<i>z</i> (<i>z</i> = 0.3) in the chemical formula. One shoulder peak in the <sup>93</sup>Nb NMR spectrum of Ba<sub>7</sub>Nb<sub>4</sub>MoO<sub>20</sub> could be attributed to the NbO<sub>4</sub> tetrahedron near the ion conducting layer from its small quadrupolar coupling product, |<i>P</i><sub>Q</sub>|, but its intensity is smaller than that considered from the occupancy factors. The small signal intensity is plausible because many are not regular NbO<sub>4</sub> tetrahedrons in Ba<sub>7</sub>Nb<sub>4</sub>MoO<sub>20</sub>. In Ba<sub>7</sub>Nb<sub>4–<i>x</i></sub>Mo<sub>1+<i>x</i></sub>O<sub>20+(1/2)<i>x</i></sub> (<i>x</i> = 0.1), the intensity of NbO<sub>4</sub> tetrahedron has been further reduced, indicating that the decrease is caused by the transformation of the residual NbO<sub>4</sub> tetrahedron to NbO<sub>5</sub> polyhedron, NbO<sub>5</sub> monomer, or (Mo/Nb)<sub>2</sub>O<sub>9</sub> dimer, by the binding of excess oxygen, represented by (1/2)<i>x</i> (<i>x</i> = 0.1) in the chemical formula. Thus, the solid-state NMR analysis of the local structure of Mo and Nb oxide polyhedra is a vital tool in analyzing nonstoichiometric ion conductors because it provides information on individual Mo and Nb local structures near the conducting layers of the disordered materials. 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Furthermore, a minor peak of <sup>95</sup>Mo has been observed in Ba<sub>7</sub>Ta<sub>3.7</sub>Mo<sub>1.3</sub>O<sub>20.15</sub>, which is presumed to be a MoO<sub>5</sub> polyhedron, MoO<sub>5</sub> monomer, or (Mo/Ta)<sub>2</sub>O<sub>9</sub> dimer, formed by the binding of the excess oxygen, represented by (1/2)<i>z</i> (<i>z</i> = 0.3) in the chemical formula. One shoulder peak in the <sup>93</sup>Nb NMR spectrum of Ba<sub>7</sub>Nb<sub>4</sub>MoO<sub>20</sub> could be attributed to the NbO<sub>4</sub> tetrahedron near the ion conducting layer from its small quadrupolar coupling product, |<i>P</i><sub>Q</sub>|, but its intensity is smaller than that considered from the occupancy factors. The small signal intensity is plausible because many are not regular NbO<sub>4</sub> tetrahedrons in Ba<sub>7</sub>Nb<sub>4</sub>MoO<sub>20</sub>. In Ba<sub>7</sub>Nb<sub>4–<i>x</i></sub>Mo<sub>1+<i>x</i></sub>O<sub>20+(1/2)<i>x</i></sub> (<i>x</i> = 0.1), the intensity of NbO<sub>4</sub> tetrahedron has been further reduced, indicating that the decrease is caused by the transformation of the residual NbO<sub>4</sub> tetrahedron to NbO<sub>5</sub> polyhedron, NbO<sub>5</sub> monomer, or (Mo/Nb)<sub>2</sub>O<sub>9</sub> dimer, by the binding of excess oxygen, represented by (1/2)<i>x</i> (<i>x</i> = 0.1) in the chemical formula. Thus, the solid-state NMR analysis of the local structure of Mo and Nb oxide polyhedra is a vital tool in analyzing nonstoichiometric ion conductors because it provides information on individual Mo and Nb local structures near the conducting layers of the disordered materials. 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引用次数: 0

摘要

据报道,六方透辉石相关氧化物 Ba7Nb4MoO20、Ba7Nb4-xMo1+xO20+(1/2)x(x = 0.1)、Ba7Nb4-yWyMoO20+(1/2)y(y = 0.15)和 Ba7Ta4-zMo1+zO20+(1/2)z(z = 0.3)具有很高的氧化离子和质子传导性。这些材料在固体氧化物燃料电池(SOFCs)和质子陶瓷燃料电池(PCFCs)等工业应用中引起了极大的兴趣,并以其不寻常的结构而闻名。虽然对 Ba7Nb4MoO20 及其相关材料结构的分析主要是假定钼和铌在每个 M(=钼/铌)位点的均匀分布,但固态核磁共振(NMR)光谱显示,钼和铌在 Ba7Nb4MoO20 中的分布并不均匀。由于确定钼和铌对氧化物离子和质子传导的贡献是否相同至关重要,我们利用固态 95Mo 和 93Nb NMR 分析,重点研究了这些制备好的材料(即 Ba7Nb4MoO20、Ba7Nb3.9Mo1.1O20.05、Ba7Nb3.85W0.15MoO20.075 和 Ba7Ta3.7Mo1.3O20.15)之间的信号差异。由于四极耦合常数 |CQ| 较小,Ba7Nb3.9Mo1.1O20.05、Ba7Nb3.85W0.15MoO20.075 和 Ba7Ta3.7Mo1.3O20.15 中发现的 95Mo NMR 相似主峰也归因于氧化离子导电层附近的 MoO4 四面体。此外,在 Ba7Ta3.7Mo1.3O20.15 中还观察到一个 95Mo 的小峰值,推测它是由过量氧结合形成的 MoO5 多面体、MoO5 单体或 (Mo/Ta)2O9 二聚体,在化学式中以 (1/2)z (z = 0.3) 表示。Ba7Nb4MoO20 的 93Nb NMR 光谱中的一个肩峰可归因于离子传导层附近的 NbO4 四面体,因为它的四极耦合乘积|PQ|很小,但其强度却小于从占位因子考虑的强度。信号强度小是有道理的,因为在 Ba7Nb4MoO20 中有许多不规则的 NbO4 四面体。在 Ba7Nb4-xMo1+xO20+(1/2)x(x = 0.1)中,NbO4 四面体的强度进一步减小,这表明减小的原因是残余的 NbO4 四面体在化学式中以 (1/2)x (x = 0.1)为代表的过量氧的结合下转变为 NbO5 多面体、NbO5 单体或(Mo/Nb)2O9 二聚体。因此,对钼和铌氧化物多面体的局部结构进行固态核磁共振分析是分析非化学计量离子导体的重要工具,因为它提供了无序材料导电层附近钼和铌单个局部结构的信息。因此,它将为进一步开发离子导体的应用做出潜在贡献。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Solid-State 95Mo and 93Nb NMR Study of Ba7Nb4MoO20-Based Materials and Ba7Ta3.7Mo1.3O20.15

Solid-State 95Mo and 93Nb NMR Study of Ba7Nb4MoO20-Based Materials and Ba7Ta3.7Mo1.3O20.15
Hexagonal perovskite-related oxides, Ba7Nb4MoO20, Ba7Nb4–xMo1+xO20+(1/2)x (x = 0.1), Ba7Nb4–yWyMoO20+(1/2)y (y = 0.15), and Ba7Ta4–zMo1+zO20+(1/2)z (z = 0.3), have recently been reported to exhibit high oxide-ion and proton conductivity. These materials are of great interest in industrial applications, such as solid oxide fuel cells (SOFCs) and proton ceramic fuel cells (PCFCs) and are known for their unusual structures. Although the structures of Ba7Nb4MoO20 and their related materials were primarily analyzed by assuming an even distribution of Mo and Nb at each M (=Mo/Nb) site, solid-state nuclear magnetic resonance (NMR) spectra have revealed that Mo and Nb are unevenly distributed in Ba7Nb4MoO20. As it is crucial to determine whether the contributions to oxide-ion and proton conduction are the same for Mo and Nb, we focused on the signal differences among these as-prepared materials, namely, Ba7Nb4MoO20, Ba7Nb3.9Mo1.1O20.05, Ba7Nb3.85W0.15MoO20.075, and Ba7Ta3.7Mo1.3O20.15, using solid-state 95Mo and 93Nb NMR analysis. The 95Mo NMR similar predominant peaks revealed in Ba7Nb3.9Mo1.1O20.05, Ba7Nb3.85W0.15MoO20.075, and Ba7Ta3.7Mo1.3O20.15 are also attributed to the MoO4 tetrahedron near the oxide-ion conducting layer owing to the small quadrupolar coupling constant, |CQ|. Furthermore, a minor peak of 95Mo has been observed in Ba7Ta3.7Mo1.3O20.15, which is presumed to be a MoO5 polyhedron, MoO5 monomer, or (Mo/Ta)2O9 dimer, formed by the binding of the excess oxygen, represented by (1/2)z (z = 0.3) in the chemical formula. One shoulder peak in the 93Nb NMR spectrum of Ba7Nb4MoO20 could be attributed to the NbO4 tetrahedron near the ion conducting layer from its small quadrupolar coupling product, |PQ|, but its intensity is smaller than that considered from the occupancy factors. The small signal intensity is plausible because many are not regular NbO4 tetrahedrons in Ba7Nb4MoO20. In Ba7Nb4–xMo1+xO20+(1/2)x (x = 0.1), the intensity of NbO4 tetrahedron has been further reduced, indicating that the decrease is caused by the transformation of the residual NbO4 tetrahedron to NbO5 polyhedron, NbO5 monomer, or (Mo/Nb)2O9 dimer, by the binding of excess oxygen, represented by (1/2)x (x = 0.1) in the chemical formula. Thus, the solid-state NMR analysis of the local structure of Mo and Nb oxide polyhedra is a vital tool in analyzing nonstoichiometric ion conductors because it provides information on individual Mo and Nb local structures near the conducting layers of the disordered materials. Therefore, it will potentially contribute to further developing applications using ion conductors.
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来源期刊
The Journal of Physical Chemistry C
The Journal of Physical Chemistry C 化学-材料科学:综合
CiteScore
6.50
自引率
8.10%
发文量
2047
审稿时长
1.8 months
期刊介绍: The Journal of Physical Chemistry A/B/C is devoted to reporting new and original experimental and theoretical basic research of interest to physical chemists, biophysical chemists, and chemical physicists.
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