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首页> 外文期刊>Physica, E. Low-dimensional systems & nanostructures >Numerical simulation and time-dependent quantum analysis of electron properties in multilayer spherical InGaAs/AlGaAs quantum dot
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Numerical simulation and time-dependent quantum analysis of electron properties in multilayer spherical InGaAs/AlGaAs quantum dot

机译:多层球形InGaAs / AlGaAs量子点中电子性质的数值模拟和时变量子分析

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In this paper, the time-dependent numerical simulation of multilayer spherical InGaAs/AlGaAs quantum dot (MSQD) based on wave nature of electrons has been presented. The properties of the system solution of the time-dependent Schr?dinger coupled with the Poisson equations have been self-consistently solved and the Hartree and exchange-correlation potentials as well as the penetration of wave function in the barrier regions have been calculated. By applying quantum mechanics laws on multilayer spherical quantum dot the electron density, potential energy and current density of system have been analyzed. Calculations show that a small density of carriers penetrates into the classically forbidden regions of the barriers for a finite distance while the majority of density of carriers accumulates away from the barriers in the reservoir. The results show due to boundary effects the time evolution of the current density in the close system grows into a non-realized physical behavior.
机译:本文提出了一种基于电子波特性的多层球形InGaAs / AlGaAs量子点(MSQD)随时间变化的数值模拟方法。自洽地解决了与时间相关的薛定er方程和Poisson方程的系统解的性质,并计算了Hartree和交换相关势以及势函数在势垒区的穿透力。通过在多层球形量子点上应用量子力学定律,分析了系统的电子密度,势能和电流密度。计算表明,一小部分载流子会渗透到屏障的经典禁区一段有限的距离,而大多数载流子密度会从储层中的障壁处积聚。结果表明,由于边界效应,封闭系统中电流密度的时间演化变成了未实现的物理行为。

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