首页> 外文会议>Solid State Device Research Conference, 1995. ESSDERC '95 >Stresses in selectively grown III-V semiconductor stripes and buried quantum wire lasers: Effect on optical properties
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Stresses in selectively grown III-V semiconductor stripes and buried quantum wire lasers: Effect on optical properties

机译:选择性生长的III-V半导体条和埋入式量子线激光器中的应力:对光学性能的影响

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The problem of calculation of stresses in the strained layer stripes is simplified if attention is confined to the middle of the surface layer of the stripes. In this region the vertical component of the stress and the shear components of the stresses and strains are zero and the strain component ¿yy (parallel to the length of the stripe) is known in the stripe coordinates. Hooke's equation is first solved in the stripe coordinates and the stress and strain components are then transformed into the crystal coordinates. An explicit relation between the stress components and the shift ¿¿3 of the LO Raman mode and ¿E of the heavy hole luminescence band is established for different values of the misfit between the substrate and the stripe. The values of the shifts are calculated for thermally strained GaAs/Si and lattice mismatched InxGa1-xAs/GaAs stripes. For InxGa1-xAs/GaAs stripes, the shifts are shown as surface plots in terms of the In concentration ¿ (misfit parameter fm is proportional to ¿) and the stress ¿¿xx parallel to the width of the stripe. Using experimental values of ¿E and ¿¿3, values of ¿¿xx can be read directly from these plots. Values of ¿¿xx in GaAs/Si and InGaAs/GaAs are determined using the surface plots and the existing experimental data. Finite element (FE) calculations are also made for the stresses in the stripes and the QWs. Values determined from the luminescence and Raman experiments are compared with those calculated by the FE method.
机译:如果将注意力集中在带状表层的中间,则简化了应变层带中的应力计算问题。在该区域中,应力的垂直分量以及应力和应变的剪切分量为零,应变分量ƒ,γy y(平行于条纹的长度)为在条纹坐标中已知。胡克方程首先在条带坐标中求解,然后将应力和应变分量转换为晶体坐标。应力分量与LO拉曼模式的位移ƒƒ,ƒ,ƒ,Â, 3 之间的显式关系对于衬底和条带之间的失配的不同值,建立了重空穴发光带。计算热应变GaAs / Si和晶格失配的In x Ga 1-x As / GaAs条带的位移值。对于In x Ga 1-x As / GaAs条纹,位移显示为表面图,表示为In浓度â(不匹配参数f m 与ƒ,ƒ成正比,应力ƒ与它平行。条纹的宽度。使用ƒ,ƒ和ƒ的实验值,使用 3 ,计算ƒ ƒÂ,Â, xx 可以直接从这些图中读取。使用表面图和现有实验数据确定GaAs / Si和InGaAs / GaAs中的ƒs的值。还对条纹和QW中的应力进行了有限元(FE)计算。将通过发光和拉曼实验确定的值与通过有限元方法计算的值进行比较。

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