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首页> 外文期刊>The European physical journal, B. Condensed matter physics >Calculation of shuffle 60° dislocation width and Peierls barrier and stress for semiconductors silicon and germanium
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Calculation of shuffle 60° dislocation width and Peierls barrier and stress for semiconductors silicon and germanium

机译:半导体硅和锗的60度位错宽度和Peierls势垒及应力的计算

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The dislocation width for shuffle 60° dislocation in semiconductors Si and Ge have been calculated by the improved P-N theory in which the discrete effect has been taken into account. Peierls barrier and stress have been evaluated with considering the contribution of strain energy. The discrete effect make dislocation width wider, and Peierls barrier and stress lower. The dislocation width of 60° dislocation in Si and Ge is respectively about 3.84 ? and 4.00 ? (~1b, b is the Burgers vector). In the case of 60° dislocation, after considering the contribution of strain energy, Peierls barrier and stress are increased. The Peierls barrier for 60° dislocation in Si and Ge is respectively about 15 meV/? and 12-14 meV/?, Peierls stress is about 3.8 meV/?~3 (0.6 GPa) and 2.7-3.3 meV/?~3 (0.4-0.5 GPa). The Peierls stress for Si agrees well with the numerical results and the critical stress at 0 K extrapolated from experimental data. Ge behaves similarly to Si.
机译:通过改进的P-N理论计算了半导体Si和Ge中随机60°位错的位错宽度,其中考虑了离散效应。考虑到应变能的贡献,对Peierls势垒和应力进行了评估。离散效应使位错宽度变宽,Peierls势垒和应力降低。 Si和Ge中60°位错的位错宽度分别约为3.84Ω·m。和4.00吗? (〜1b,b是Burgers向量)。在位错为60°的情况下,考虑应变能的贡献后,Peierls势垒和应力都会增加。 Si和Ge中60°位错的Peierls势垒分别约为15meV /Ω。和12-14 meV / ?, Peierls应力约为3.8 meV /?〜3(0.6 GPa)和2.7-3.3 meV /?〜3(0.4-0.5 GPa)。 Si的Peierls应力与数值结果以及从实验数据推断出的0 K的临界应力非常吻合。 Ge的行为与Si相似。

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