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Electron Mobility and Energy Relaxation Rate in GaAs/GaAlAs Superlattice

机译:GaAs / Gaalas超晶格中的电子移动和能量松弛率

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Electron mobility in GaAs/Ga_(0.7)Al_(0.3)As superlattice is calculated theoretically taking into account longitudinal optic (lo) phonon emission of both bulk and superlattice types. Our model is based on the effective mass concept for the electrons and the dispersive continuum model for the lo phonons. The solutions of the Schrodinger equation for the electrons are matched at the interfaces by the usual requirement of continuity of probability and current densities. Bloch's theory is used to incorporate the superlattice periodicity along the growth axis. The lo phonons are treated by the dispersive hydrodynamic continuum model. Electron - phonon coupled interactions for both bulk and superlattice phonons has been considered. From the knowledge of the inter subband electron transition rates and capture rates for various well widths, electron mobility in the superlattice is calculated. The variation of mobility with well width for both bulk and superlattice phonons has been shown. Energy relaxation rate for the electrons has been calculated and its variation with well width is also exhibited for both bulk and superlattice phonons
机译:在理论上考虑散装和超晶格类型的纵向光学(LO)声子排放,计算了GaAs / Ga_(0.7)Al_(0.3)中的电子迁移率作为超晶格。我们的型号基于电子和LO子宫的电子和分散连续体模型的有效质量概念。通过概率和电流密度的连续性的通常要求,电子的Schrodinger方程的解决方案在界面处匹配。 Bloch的理论用于沿着生长轴掺入超晶格周期性。通过分散流体动力连续体模型处理LO声子。已经考虑了散装和超晶格声子的电子 - 声子耦合相互作用。从所述子带电子过渡率的知识和各种井宽的捕获速率,计算超晶格中的电子迁移率。已经示出了宽度宽度的移动性的迁移率,并且已经显示出散装和超晶格声子的宽度。已经计算了电子的能量松弛率,并且对于散装和超晶格声子也表现出宽度宽度的变化

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