量子线
凝聚态物理
弹性(物理)
材料科学
带隙
量子点
量子
纳米结构
物理
量子力学
复合材料
纳米技术
作者
Wenjie Yao,Yu Zhong-Yuan,Yumin Liu,Pengfei Lu
出处
期刊:Chinese Physics
[Science Press]
日期:2009-01-01
卷期号:58 (2): 1185-1185
被引量:1
摘要
The strain distributions of quantum-wire structures are discussed by two methods, namely the continuum elasticity theory treated as a finite difference problem and the Green-function. Analytical expressions are derived for the strain fields with Green-function, which is simple for the regular shaped quantum-wire. The strain fields for arbitrary-shaped quantum-wire can be calculated by continuum elasticity theory and the influences of elastic constants are considered for different materials, although the results are less accurate. The effect of quantum-wire width on strain distribution and bandgap is analysed for InGaAs/GaAs quantum-wire nanostructures. The absolute magnitude of the strain in the bulk of the wire is attenuated significantly along the width direction. At the wire center, the strain-modified direct bandgap increases with the decrease in wire width.
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