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A simplified approach to Einstein's theories in size quantization

机译:一种简化的爱因斯坦尺寸量化理论方法

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I study theoretically the Einstein relation for the diffusivity-mobility ratio (DMR) in quantum wells (QWs), quantum well wires (QWWs) and quantum dots (QDs) of tetragonal compounds on the basis of a newly formulated electron energy spectrum taking into account the mutual influences of the anisotropics in the effective electron mass, the spin-orbit splitting and the presence of crystal field splitting. The DMR has been studied for QWs, QWWs and QDs of III-V, IV-VI and II-VI compound materials under certain limiting conditions. It has been, taking QWs and QWWs and QDs of CdS , PbSe and InAs as examples, that the DMR decreasing film thickness and increases with increasing carrier degeneracy in various oscillatory manner emphasizing the influence of dimensional quantization uncaring cases. An experimental method for determining the DMR in QWs, QWWs and QDs having arbitrary dispersion laws has also been suggested.
机译:我在考虑到新配制的电子能谱的基础上,从理论上研究了用于量子孔(QWS),量子阱(QWS),量子阱(QWS),量子阱(QWS)和量子点(QDS)的漫射性 - 迁移率比(DMR)的漫射 - 迁移率(DMR)。各向异性在有效电子质量中的相互影响,旋转轨道分裂及晶体场分裂的存在。在某些限制条件下,已经研究了DMR的III-V,IV-VI和II-VI复合材料的QWS,QWN和QDS。已经采取了QWS和QWW和QDS,CD,PBSE和INAS作为示例,DMR降低膜厚度随着载体退化的增加,以各种振荡方式强调尺寸量化卧式案例的影响。还提出了确定具有任意分散法的QWS,QWN和QD中DMR的实验方法。

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