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Percolating hierarchical defect structures drive phase transformation in Ce1−xGdxO2−x/2: a total scattering study

机译:渗透的分层缺陷结构驱动Ce1-xGdxO2-x / 2中的相变:总散射研究

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摘要

A new hierarchical approach is presented for elucidating the structural disorder in Ce1−xGdxO2−x/2 solid solutions on different scale lengths. The primary goal of this investigation is to shed light on the relations between the short-range and the average structure of these materials via an analysis of disorder on the mesocopic scale. Real-space (pair distribution function) and reciprocal-space (Rietveld refinement and microstructure probing) analysis of X-ray powder diffraction data and electron spin resonance (ESR) investigations were carried out following this approach. On the local scale, Gd- and Ce-rich droplets (i.e. small regions a few ångströms wide) form, exhibiting either a distorted fluorite (CeO2) or a C-type (Gd2O3) structure in the whole compositional range. These droplets can then form C-type nanodomains which, for Gd concentrations x Gd ≤ 0.25, are embedded in the fluorite matrix. At the site percolation threshold p C for a cubic lattice (x Gd = p C ≃ 0.311), C-type nanodomains percolate inside each crystallite and a structural phase transformation is observed. When this occurs, the peak-to-peak ESR line width ΔH pp shows a step-like behaviour, which can be associated with the increase in Gd–Gd dipolar interactions. A general crystallographic rationale is presented to explain the fluorite-to-C-type phase transformation. The approach shown here could be adopted more generally in the analysis of disorder in other highly doped materials.
机译:提出了一种新的分层方法,以阐明在不同标度长度的Ce1-xGdxO2-x / 2固溶体中的结构紊乱。这项研究的主要目的是通过对中观尺度的无序分析来阐明这些材料的短程与平均结构之间的关系。按照这种方法进行了X射线粉末衍射数据的实空间(成对分布函数)和倒数空间(里特维尔德精化和微结构探测)分析以及电子自旋共振(ESR)研究。在局部范围内,形成富含Gd和Ce的液滴(即几个埃斯特龙宽度的小区域),在整个组成范围内呈现出扭曲的萤石(CeO2)或C型(Gd2O3)结构。这些液滴然后可以形成C型纳米域,对于Gd浓度x Gd≤0.25,它们嵌入萤石基质中。在立方晶格的位点渗透阈值p C(x Gd = p C≃0.311),C型纳米域渗透到每个微晶内部,并观察到结构相变。当这种情况发生时,峰-峰ESR线宽ΔHpp表现出阶梯状的行为,这可能与Gd-Gd偶极相互作用的增加有关。提出了一般的晶体学原理来解释萤石到C型相变。此处显示的方法可以更普遍地用于分析其他高掺杂材料的无序性。

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