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应变自组织量子点的几何形态对应变场分布的影响
引用本文:刘玉敏,俞重远,杨红波,黄永箴.应变自组织量子点的几何形态对应变场分布的影响[J].半导体学报,2005,26(12):2355-2362.
作者姓名:刘玉敏  俞重远  杨红波  黄永箴
作者单位:北京邮电大学理学院,北京 100876;光通信与光波技术教育部重点实验室,北京 100876;北京邮电大学理学院,北京 100876;光通信与光波技术教育部重点实验室,北京 100876;北京邮电大学理学院,北京 100876;光通信与光波技术教育部重点实验室,北京 100876;中国科学院半导体研究所 集成光电子学国家重点实验室,北京 100083
基金项目:科技部科研项目 , 国家科技攻关项目 , 国家重点实验室基金
摘    要:采用自组织生长应变量子点的二维轴对称模型,系统分析了量子点内部及周围材料的应变分布.分别对透镜形、圆柱形、圆锥形和金字塔形量子点的应变分布进行了比较.结果表明主应变和切应变的分布受几何形状影响比较明显,静水应变几乎不受几何形状改变的影响,无论是在中心轴路径还是量子点周边路径静水应变基本一致,中心轴路径无切向应变分量,切向应变分量主要集中在量子点的边界,但在量子点几何边界的中心无切向应变,切向应变的极值分布在几何边界的拐点处.

关 键 词:应变  量子点  自组织  低维材料  应变自组织量子点  几何形态  应变场  极值分布  影响比较  Distributions  Elastic  Strain  Field  Quantum  Dots  拐点  切向应变  中心轴  边界  应变分量  路径  形状改变  静水  几何形状  切应变  主应变  结果
文章编号:0253-4177(2005)12-2355-08
收稿时间:2005-04-14
修稿时间:2005-08-31

Influences of Differently Shaped Quantum Dots on Elastic Strain Field Distributions
Liu Yumin,Yu Zhongyuan,Yang Hongbo and Huang Yongzhen.Influences of Differently Shaped Quantum Dots on Elastic Strain Field Distributions[J].Chinese Journal of Semiconductors,2005,26(12):2355-2362.
Authors:Liu Yumin  Yu Zhongyuan  Yang Hongbo and Huang Yongzhen
Affiliation:School of Science,Beijing University of Posts & Telecommunications,Beijing 100876,China;Key Laboratory of Ministry of Education for Optical Communication and Lightwave Technologies,Beijing 100876,China;School of Science,Beijing University of Posts & Telecommunications,Beijing 100876,China;Key Laboratory of Ministry of Education for Optical Communication and Lightwave Technologies,Beijing 100877,China;School of Science,Beijing University of Posts & Telecommunications,Beijing 100876,China;Key Laboratory of Ministry of Education for Optical Communication and Lightwave Technologies,Beijing 100878,China;State Key Laboratory of Integrated Optoelectronics,Institute of Semiconductors,Chinese Academy of Sciences,Beijing 100083,China
Abstract:Adopting the two-dimensional axis-symmetrical model,a systematic analysis of the elastic strain distribution of geometrically differently shaped quantum dots is conducted using the finite element method.The detailed results for the elastic strain distribution of lens,cylinder,pyramid,and cone-shaped quantum dots are given.These show that the shape of the quantum dot has obvious influences on both the normal and shear strain distributions,while not affecting the hydrostatic strain distributions.The hydrostatic strain distribution is almost the same in both the center axis and circumjacent path.The shear strain distributions are focused on the circumjacent path,and the extremas are located in the inflexion of the circumjacent path,while the other parts of the quantum dot,including the path along the center axis,have no shear strain.
Keywords:strain  quantum dot  self-organization  low dimension material
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