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Power-law photoluminescence decay in indirect gap quantum dots

机译:间接间隙量子点中的幂律光致发光衰减

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摘要

In a certain contrast to the standard expectation, according to which the photoluminescence intensity decay in quantum dots could have the mathematical form of exponential function, some experiments indicate a slower type of the intensity decay development, namely in the form of the power-law functional dependence. We are presenting a theoretical interpretation of this phenomenon based on the elec-tron-phonon interaction taken into account in an approximation going beyond the limits of the perturbation theory. We use a simple though quite realistic model of two electronic bound states representing the basic features of the electron in the conduction band states of the InAs small quantum dot. Within this model, the photoluminescence intensity is connected with the electronic level occupation up-conversion process. The electron-phonon coupling is taken into account with the help of the quantum kinetic equations developed with the nonequilibrium Green's functions.
机译:与标准期望有一定的对比,根据标准期望,量子点中的光致发光强度衰减可以具有指数函数的数学形式,一些实验表明强度衰减发展的类型较慢,即以幂律函数的形式依赖。我们基于电子-声子-声子的相互作用提出了这种现象的理论解释,其近似值超出了扰动理论的范围。我们使用两个电子束缚态的简单但相当现实的模型,这些模型表示InAs小量子点的导带态中电子的基本特征。在该模型内,光致发光强度与电子能级职业上转换过程有关。通过非平衡格林函数建立的量子动力学方程,考虑了电子-声子耦合。

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