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首页> 外文期刊>The journal of physical chemistry, C. Nanomaterials and interfaces >Thermal Disorder and Bond Anharmonicity in Cesium Lead Iodide Studied by Neutron Total Scattering and the Reverse Monte Carlo Method
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Thermal Disorder and Bond Anharmonicity in Cesium Lead Iodide Studied by Neutron Total Scattering and the Reverse Monte Carlo Method

机译:中子总散射研究的铯铅碘化铯的热紊乱和粘合性Anharmonicity及反向蒙特卡罗法

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摘要

Cesium lead iodide, CsPbI3, combines promising optoelectronic applications with long-term chemical stability. It has a cubic perovskite crystal structure at temperatures above 600 K. Previous experimental work showed that the I atoms move substantially in directions perpendicular to the Pb-I-Pb linkages, while computational modeling shows that there are soft, anharmonic distortion modes for wave vectors in both the Brillouin zone center and zone boundary. However, there has been no direct experimental probe of the energy profile associated with these distortions. We report here total neutron scattering data from a powder sample of this material as a function of temperature. We use reverse Monte Carlo modeling to construct configurations of atoms consistent with both the local and long-range structure. Our key finding is that the Pb-I bonds are extremely anharmonic, and thus it follows that all near-neighbor bond distributions are significantly asymmetric. The distribution of nearest-neighbor Pb-I distances, with a long tail to distances up to around 120% of the distance corresponding to the peak in the distribution function, can be described as reflecting an underlying anharmonic bond potential energy function which is well represented by the standard Morse potential with reasonable parameters.
机译:铯铅碘化物CSPBI3结合了具有长期化学稳定性的有前途的光电应用。它在600k的温度下具有立方钙钛矿晶体结构。先前的实验工作表明,I原子基本上在垂直于PB-I-Pb连杆的方向上移动,而计算建模表明有用于波矢量的软,无谐波模式模式在布里渊区中心和区域边界。然而,没有与这些扭曲相关的能量曲线的直接实验探针。我们在此报告来自该材料的粉末样品的总中子散射数据作为温度的函数。我们使用反向蒙特卡罗建模来构造与本地和远程结构一致的原子的配置。我们的关键发现是PB-I债券是极其厌声,因此遵循所有近邻债券分布都是显着的不对称的。最近的邻居PB-i距离的分布,长尾距到分布函数中的峰值的距离的距离高达约约120%,可以描述为反映出良好代表的底层的anharmonic键势能功能通过标准摩尔斯潜力,具有合理参数。

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