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铝-金刚石界面电子特性与界面肖特基势垒的杂化密度泛函理论HSE06的研究
引用本文:吴孔平,孙昌旭,马文飞,王杰,魏巍,蔡俊,陈昌兆,任斌,桑立雯,廖梅勇.铝-金刚石界面电子特性与界面肖特基势垒的杂化密度泛函理论HSE06的研究[J].物理学报,2017,66(8):88102-088102.
作者姓名:吴孔平  孙昌旭  马文飞  王杰  魏巍  蔡俊  陈昌兆  任斌  桑立雯  廖梅勇
作者单位:1. 安徽理工大学电气与信息工程学院, 淮南 232001; 2. 日本国立材料科学研究所(NIMS), 宽带隙半导体研究室, 筑波 305-0044
基金项目:安徽省高校优秀拔尖人才培育资助项目(批准号:gxfxZD2016077)、中国博士后科学基金(批准号:2016M601993)和中国国家留学基金委项目(批准号:201508340047)资助的课题.
摘    要:宽带隙半导体金刚石具有突出的电学与热学特性,近年来,基于金刚石的高频大功率器件受到广泛关注,对于金属-金刚石肖特基结而言,具有较高的击穿电压和较小的串联电阻,所以金属-金刚石这种金半结具有非常好的发展前景.本文通过第一性原理方法去研究金属铝-金刚石界面电子特性与肖特基势垒的高度.界面附近原子轨道的投影态密度的计算表明:金属诱导带隙态会在金刚石一侧产生,并且具有典型的局域化特征,同时可以发现电子电荷转移使得Fermi能级在金刚石一侧有所提升.电子电荷在界面的重新分布促使界面形成新的化学键,使得金属铝-氢化金刚石形成稳定的金半结.特别地,我们通过计算平均静电势的方法得到金属铝-氢化金刚石界面的势垒高度为1.03 eV,该值与金属诱导带隙态唯像模型计算的结果非常接近,也与实验值符合得很好.本文的研究可为金属-金刚石肖特基结二极管的研究奠定理论基础,也可为金刚石基金半结大功率器件的研究提供理论参考.

关 键 词:铝-金刚石界面  界面电子态  肖特基势垒  静电势平均
收稿时间:2017-01-17

Interface electronic structure and the Schottky barrier at Al-diamond interface: hybrid density functional theory HSE06 investigation
Wu Kong-Ping,Sun Chang-Xu,Ma Wen-Fei,Wang Jie,Wei Wei,Cai Jun,Chen Chang-Zhao,Ren Bin,Sang Li-Wen,Liao Mei-Yong.Interface electronic structure and the Schottky barrier at Al-diamond interface: hybrid density functional theory HSE06 investigation[J].Acta Physica Sinica,2017,66(8):88102-088102.
Authors:Wu Kong-Ping  Sun Chang-Xu  Ma Wen-Fei  Wang Jie  Wei Wei  Cai Jun  Chen Chang-Zhao  Ren Bin  Sang Li-Wen  Liao Mei-Yong
Affiliation:1. School of Electrical and Information Engineering, Anhui University of Science and Technology, Huainan 232001, China; 2. Wide Band-Gap Semi-Conductor Research Group National Institute for Materials Science (NIMS), Tsukub 305-0044, Japan
Abstract:Diamond is regarded as one of the most promising semiconductor materials used for high power devices because of its superior physical and electrical properties, such as wide bandgap, high breakdown electric field, high mobility, and high thermal conductivity. Highpower diamond devices are now receiving much attention. In particular, Schottky diode based on a metal/diamond junction has promising applications, and high breakdown voltage has been achieved, though unfortunately its forward resistance is high. In this paper, the first principles calculations are performed to study the electronic structure of interface and the Schottky barrier height of Al-diamond interface. The projection of the density of states on the atomic orbitals of the interface atoms reveals that the typical Al-induced gap states are associated with a smooth density of states in the bulk diamond band gap region, and these gap states are found to be localized within three atom layers. At the same time, electronic charge transfer makes the Fermi level upgrade on the side of diamond. Besides, the typical Al-induced gap state model gives a simple picture about what determines Schottky barrier height at Al-diamond interface, by assuming an ideal, defect-free and laterally homogeneous Schottky interface in which the only interaction comes from the decay of the electron wave function from the metal into the semiconductor, which in turn induces electronic charges to be rearranged in the region close to the interface. As for the electronic charge transfer, this potential shift can be extracted by subtracting the superimposed planar or macroscopically averaged electrostatic potentials of the Al and diamond surfaces (at frozen atomic positions), from the planar or macroscopically averaged potential of the relaxed Al-diamond interface. The electronic charge transfer suggests that the formation of an interface should be associated with the formation of new chemical bonds and substantial rearrangements of the electron charge density. Especially, we obtain the Schottky barrier height of 1.03 by the first principle, which is in good agreement with the results from phenomenological model and experiment. The research results in this paper can provide a theoretical basis for the research of the metal diamond Schottky junction diode, and can also give a theoretical reference for the research of the metal-semiconductor highpower device based on diamond material.
Keywords:Al-diamond interface  interfacial electronic state  Schottky barrier  electrostatic potential average
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