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Influence of periodically propagating impurity and accompanying time variation of impurity spread on excitation profile of doped quantum dots

机译:杂质的周期性传播及其伴随的时间变化对掺杂量子点的激发轮廓的影响

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We investigate the excitation behavior of a repulsive impurity-doped quantum dot induced by the simultaneous oscillations of the impurity coordinate and spatial stretch of the impurity domain. We have considered repulsive Gaussian impurity centers. The ratio of two oscillations (η) has been exploited to understand the nature of the excitation rate. Indeed, it has been found that the said ratio could orchestrate the excitation in a most elegant way. In conjunction with the ratio, the dopant location also plays some important role towards modulating the excitation rate. The present study also indicates attainment of stabilization in the excitation rate as soon as ηexceeds a threshold value irrespective of the dopant location. Moreover, prior to the onset of stabilization, we also envisage maximization/minimization in the excitation rate at some typical ηvalues depending on the dopant location. The critical dissection of the characteristics of various impurity parameters provides important insight into the physics underlying the excitation process.
机译:我们研究了由杂质坐标和杂质域的空间拉伸的同时振荡引起的排斥性掺杂杂质的量子点的激发行为。我们已经考虑了排斥高斯杂质中心。已经利用两个振荡的比率(η)来理解激发速率的性质。实际上,已经发现所述比率可以以最优雅的方式来协调激励。结合该比率,掺杂剂位置在调制激发速率方面也起着重要作用。本研究还表明,只要η超过阈值,无论掺杂剂的位置如何,都可以达到激发速率的稳定化。此外,在稳定开始之前,我们还设想了根据掺杂剂位置在某些典型η值下激发速率的最大化/最小化。各种杂质参数特性的关键剖析为激发过程的基础物理学提供了重要的见识。

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