(Sr, Ba)2HfO4单层牛皮化合物振动特性的研究。

Neenu Saini, Ruby Jindal, Archana Tripathi
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摘要

采用正坐标法对具有D174h对称性的(Sr, Ba)2HfO4单层四边形化合物的拉曼和红外声子进行了分析,该化合物属于Z = 2的空间群139的I4/mmm相。Sr2HfO4和Ba2HfO4是Ruddlesden-Popper (RP)系列的第一个成员,表示为(Sr, Ba)n+1HfO3n+1, n = 1。在理论计算中加入了Sr2HfO4和Ba2HfO4化合物I4/mmm相中光学声子的9个短程力常数(SRFC)。利用Wilson的gf矩阵方法确定了(Sr, Ba)2HfO4化合物的光学振动模式分配,并与具有相似结构特征的化合物的数据进行了交叉参考。分析还包括研究阳离子-A (A = Sr, Ba)的交换如何影响同构化合物A2HfO4 (A = Sr, Ba)在单层四方结构中的晶格动力学。在本分析中,比较了区中心的振动模式、力常数和键长,以评估阳离子交换的影响。此外,对于Ruddlesden-Popper相(Sr, Ba)2HfO4中的每个正态模态,势能分布(PED)的检查揭示了短时力常数对计算的振动模态的重要影响,从而更深入地了解了它们的行为和相互作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigation into the vibrational characteristics of monolayered ruddlesden-popper compounds (Sr, Ba)2HfO4.

The analysis of Raman and Infrared (IR) phonons in monolayered tetragonal (Sr, Ba)2HfO4 compounds, which exhibit D174h symmetry and belong to the I4/mmm phase of space group 139 with Z = 2, has been conducted using normal coordinates. The Sr2HfO4 and Ba2HfO4 compounds are the first members of the Ruddlesden-Popper (RP) series denoted as (Sr, Ba)n+1HfO3n+1 with n = 1. Nine Short-Range Force Constants (SRFC) have been included in theoretical calculations to analyze the optical phonons of Sr2HfO4 and Ba2HfO4 compounds within the I4/mmm phase. The assignments of optical vibrational modes in (Sr, Ba)2HfO4 compounds have been determined using Wilson's GF-Matrix Method and cross-referenced with data obtained from compounds sharing similar structural characteristics. The analysis also involved studying how the exchange of cation-A (A = Sr, Ba) impacts the lattice dynamics of the isostructural compounds A2HfO4 (A = Sr, Ba) in monolayered tetragonal structures. In this analysis, a comparison has been made between the vibrational modes at the Zone Center, the force constants, and bond lengths to assess the influence of the cation exchange. Furthermore, for each normal mode in the Ruddlesden-Popper phase (Sr, Ba)2HfO4, the examination of Potential Energy Distribution (PED) sheds light on the significant impact exerted by Short-Range Force Constants on the calculated vibrational modes, providing a deeper understanding of their behavior and interactions.

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