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arXiv 1306.5000cond-mat.mes-hall
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量子点系综中激子精细结构分裂和极化角的统计性质

Statistical Properties of Exciton Fine Structure Splittings and Polarization Angles in Quantum Dot Ensembles

Ming Gong, B. Hofer, E. Zallo, R. Trotta, Junwei Luo, Alex Zunger, O. G. Schmidt, Chuanwei Zhang

摘要:

提出了一个描述量子点系综激子精细结构分裂和偏振角统计特性的有效模型。我们推导出量子微分方程的频率选择表面和偏振角的分布,并证明了它们的统计特征可以用最多三个独立的可测量参数来充分表征。使用原子赝势计算以及实验测量几个相当不同的QDE的有效模型得到证实。该模型自然地解决了在理论和实验中经常遇到的三个基本问题:(I)为什么发现具有消失的FSS的QD的概率通常很小?(II)为什么不同量子点的FSS和偏振角有很大的不同?FSS、光学偏振和量子点形貌之间是否存在直接联系?这些基本问题的答案为理解QDE的光学性质提供了一个全新的物理图像。

英文摘要:

We propose an effective model to describe the statistical properties of exciton fine structure splitting (FSS) and polarization angle of quantum dot ensembles (QDEs). We derive the distributions of FSS and polarization angle for QDEs and show that their statistical features can be fully characterized using at most three independent measurable parameters. The effective model is confirmed using atomistic pseudopotential calculations as well as experimental measurements for several rather different QDEs. The model naturally addresses three fundamental questions that are frequently encountered in theories and experiments: (I) Why the probability of finding QDs with vanishing FSS is generally very small? (II) Why FSS and polarization angle differ dramatically from QD to QD? and (III) Is there any direct connection between FSS, optical polarization and the morphology of QDs? The answers to these fundamental questions yield a completely new physical picture for understanding optical properties of QDEs.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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