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Simple measoscopic dimensional approach to exciton properties in a quantum well under an applied electric field

机译:电场作用下量子阱中激子性质的简单介观尺寸方法

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A simple method to describe the electric-feid dependent exciton properties in a quantum-well system has been proposed. A mesoscopic dimensional space is defined to satisfy the excitonic virial theorem at any point, and can be described using only one scale factor corresponding not only to the well width but also to the applied electric field in a quasi two-dimensioonal system. The scale factor that implies the dimensionality of the system is obtained from the preintmated information of confined states for conduction-band and valence-band wells. This preintimated information is essential in the analysis of the quantum-well system, and has independent importance together with the properties of an exciton such as binding energies, orbital radii, and oscillator strengths.
机译:提出了一种简单的方法来描述量子阱系统中电费依赖的激子性质。介观维空间被定义为在任何点都满足激子维里定理,并且可以仅使用一个尺度因子来描述,该尺度因子不仅对应于阱宽度而且还对应于准二维系统中的施加电场。隐含系统维数的比例因子是从导带和价带阱的受限状态的预先确定的信息中获得的。这种预先提示的信息对于量子阱系统的分析是必不可少的,并且与激子的性质(例如结合能,轨道半径和振荡器强度)一起具有独立的重要性。

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