John L. Lyons , Darshana Wickramaratne , Anderson Janotti
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引用次数: 0
Abstract
Ultra-wide bandgap semiconductors, with bandgaps greater than 3.5 eV, have immense potential in power-switching electronic applications and ultraviolet light emitters. But the development of these materials faces a number of challenges, many of which relate to controlling electrical conductivity. In this work, we review the major obstacles for a set of these materials (focusing on AlGaN, AlN, BN, Ga2O3, Al2O3, and diamond) including limitations in n- and p-type doping and the effects of impurities and native point defects. We present an in-depth discussion on ultra-wide-bandgap nitride and oxide semiconductors, which face several similar challenges, as well as diamond, which presents a more unique scenario. The biggest obstacle for these semiconductors is attaining bipolar electrical conductivity, which means achieving both n-type and p-type conductivity within the same material. Toward this end, we also discuss potential future research directions that may lead to the development of bipolar ultra-wide bandgap semiconductor devices.
带隙大于 3.5 eV 的超宽带隙半导体在功率开关电子应用和紫外线发射器方面具有巨大的潜力。但是,这些材料的开发面临着许多挑战,其中许多挑战与控制导电性有关。在这项工作中,我们回顾了这些材料(重点是 AlGaN、AlN、BN、Ga2O3、Al2O3 和金刚石)面临的主要障碍,包括 n 型和 p 型掺杂的限制以及杂质和原生点缺陷的影响。我们深入探讨了超宽带隙氮化物和氧化物半导体(它们面临着一些类似的挑战)以及金刚石(它提出了一种更为独特的方案)。这些半导体面临的最大障碍是实现双极导电性,即在同一种材料中同时实现 n 型和 p 型导电性。为此,我们还讨论了未来潜在的研究方向,这些方向可能会促进双极超宽带隙半导体器件的发展。
期刊介绍:
Title: Current Opinion in Solid State & Materials Science
Journal Overview:
Aims to provide a snapshot of the latest research and advances in materials science
Publishes six issues per year, each containing reviews covering exciting and developing areas of materials science
Each issue comprises 2-3 sections of reviews commissioned by international researchers who are experts in their fields
Provides materials scientists with the opportunity to stay informed about current developments in their own and related areas of research
Promotes cross-fertilization of ideas across an increasingly interdisciplinary field