失真(音乐)
工作流程
等级制度
构造(python库)
维数(图论)
计算机科学
钙钛矿(结构)
表征(材料科学)
组分(热力学)
相(物质)
基础(线性代数)
算法
理论计算机科学
材料科学
统计物理学
数学
物理
纳米技术
结晶学
几何学
数据库
化学
纯数学
热力学
经济
量子力学
市场经济
放大器
程序设计语言
带宽(计算)
计算机网络
作者
Fang Cheng,Hong Wang,Siqi Shi
标识
DOI:10.1016/j.jmat.2023.06.002
摘要
Distortion manipulation emerges as an efficient approach to obtain desired perovskite phases for various applications. In part I of this study, we propose a paradigm to quantify the structural distortion manipulation, which enables us to obtain desired perovskite phases by translating relevant materials research into a single mathematical question. As part II of this continuous study, we construct normalized structures by introducing all possible couplings of dominant distortions into a cubic supercell and then compare them with variously shaped primitive/conventional cells known in the database. The structure comparison demonstrates that distortions are the only cause for phase and property variations. This confirms that our proposed distortion parameters can be directly used to construct phases, providing theoretical support for the paradigm in Part I. Given the limited number of distortion types, we identify that the positional relations involved in distortion arrangements and couplings are the keys to describe numerous phases. Furtherly, a three-step workflow is proposed with core contents related to the positional relation, distortion hierarchy, and distortion-component-generation ordering in spatial dimension, respectively. The definition basis and value changes of distortion/model parameters in this workflow illustration provide guidelines about how to reveal the logic behind the perovskite phase evolution.
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