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铪掺杂氧化镥中的缺陷及相应的电子陷阱:一种元广义梯度近似研究。

Defects in hafnium-doped lutetium oxide and the corresponding electron traps: a meta-generalized gradient approximation study.

作者信息

Shyichuk Andrii, Kulesza Dagmara, Zych Eugeniusz

机构信息

Faculty of Chemistry, University of Wrocław, 14 F. Joliot-Curie, 50-506 Wrocław, Poland.

出版信息

Acta Crystallogr B Struct Sci Cryst Eng Mater. 2022 Jun 1;78(Pt 3 Pt 2):564-575. doi: 10.1107/S205252062200436X. Epub 2022 May 28.

Abstract

A number of LuO-based materials were reported to present efficient capability of trapping excited charge carriers in metastable excited states formed either by specific dopants or naturally occurring defects. Over the years, abundant experimental data have been collected, which were taken as a solid ground to treat the problem using computational chemistry. Density functional theory (DFT) calculations with an advanced meta generalized gradient approximation (mGGA) functional were used to analyze electron trapping in cubic LuO doped with Hf. Individual ions of dopant and nearest-neighbor dopant ion pairs were considered. The effects of interstitial anions such as O and Cl were analyzed. In most of the analyzed cases the additional electron charge is localized at the dopant site. However, in many of the studied cases, the dopant/defect states overlap with the conduction band and cannot correspond to electron trapping. The Hf ion in the Lu site of C local symmetry ({\rm Hf}^{\times}{{\rm Lu}-C{\rm 3i}}) corresponds to a moderate trap depth of 0.8-0.9 eV. Several composite defects corresponding to deeper (1.1-1.4 eV) traps also exist. Unambiguous deep traps (1.5-1.8 eV) correspond to systems with Hf dopant in the cationic void, accompanied by two interstitial oxygen atoms. The results thus indicate that basic `Hf-substitutes-Lu' doping is unlikely to correspond to the deep traps observed experimentally in LuO:Tb,Hf andLuO:Pr,Hf and more complex defects must be involved.

摘要

据报道,许多基于LuO的材料能有效地捕获由特定掺杂剂或天然存在的缺陷形成的亚稳态激发态中的激发电荷载流子。多年来,已经收集了大量实验数据,这些数据为使用计算化学处理该问题提供了坚实的基础。采用具有先进的元广义梯度近似(mGGA)泛函的密度泛函理论(DFT)计算来分析掺杂Hf的立方LuO中的电子捕获。考虑了掺杂剂的单个离子和最近邻掺杂剂离子对。分析了间隙阴离子如O和Cl的影响。在大多数分析的情况下,额外的电子电荷定域在掺杂剂位置。然而,在许多研究的情况下,掺杂剂/缺陷态与导带重叠,不能对应于电子捕获。具有C局部对称性({\rm Hf}^{\times}{{\rm Lu}-C{\rm 3i}})的Lu位点中的Hf离子对应于0.8 - 0.9 eV的适度陷阱深度。还存在几个对应于更深(1.1 - 1.4 eV)陷阱的复合缺陷。明确的深陷阱(1.5 - 1.8 eV)对应于阳离子空位中有Hf掺杂剂且伴有两个间隙氧原子的体系。因此,结果表明基本的“用Hf替代Lu”掺杂不太可能对应于在LuO:Tb,Hf和LuO:Pr,Hf中实验观察到的深陷阱,并且必须涉及更复杂的缺陷。

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