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首页> 外文期刊>Dalton transactions: An international journal of inorganic chemistry >Local structure of Mn~(4+) and Fe~(3+) spin probes in layered LiAlO_2 oxide by modelling of zero-field splitting parameters
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Local structure of Mn~(4+) and Fe~(3+) spin probes in layered LiAlO_2 oxide by modelling of zero-field splitting parameters

机译:零场分裂参数建模在层状LiAlO_2氧化物中Mn〜(4+)和Fe〜(3+)自旋探针的局部结构

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The zero-field splitting parameters (ZFS) of Mn~(4+) and Fe ~(3+) ions in LiAlO_2 with a layered structure are analyzed experimentally and theoretically by using high-frequency electron paramagnetic resonance spectroscopy, Neuman superposition model (NSM), DFT and multiconfigurational calculations. The interpretation of ZFS is based on the comparison of the experimentally determined values with the calculated ones. This approach allows assessing the performance of different methods for computation of ZFS of Fe~(3+) and Mn~(4+) in layered oxide matrices. DFT and multiconfigurational calculations are used to analyze the effect of oxygen, aluminium, and lithium neighbours on ZFS of Fe~(3+) and Mn~(4+). These calculations are based on a cluster comprising Fe~(3+) or Mn~(4+) ions in a trigonally compressed octahedron with 6 metal ions (Al~(3+) or Co~(3+)) as first metal neighbours and 6 O~(2-) and 2 Li~+ (above and below the layer) as second neighbours. A satisfactory agreement with the experimental data is achieved when the local structure of Mn~(4+) and Fe~(3+) deviates from the trigonal host-site geometry. The local structure of Fe~(3+) comprises an axial distortion, while trigonal environment with reduced extent of distortion appears around Mn~(4+).
机译:采用高频电子顺磁共振波谱,诺曼叠加模型(NSM),对LiAlO_2具有层状结构的Mn〜(4+)和Fe〜(3+)离子的零场分裂参数(ZFS)进行了实验和理论分析。 ),DFT和多配置计算。 ZFS的解释基于实验确定的值与计算得出的值的比较。这种方法可以评估在层状氧化物基质中计算Fe〜(3+)和Mn〜(4+)ZFS的不同方法的性能。 DFT和多构型计算用于分析氧,铝和锂邻域对Fe〜(3+)和Mn〜(4+)的ZFS的影响。这些计算基于包含六种金属离子(Al〜(3+)或Co〜(3+))作为第一金属邻域的三角压缩八面体中的Fe〜(3+)或Mn〜(4+)离子的簇。和6 O〜(2-)和2 Li〜+(位于该层之上和之下)作为第二邻居。当Mn〜(4+)和Fe〜(3+)的局部结构偏离宿主主体的三角几何形状时,与实验数据取得了令人满意的一致性。 Fe〜(3+)的局部结构具有轴向畸变,而Mn〜(4+)周围出现畸变程度较小的三角环境。

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