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Perturbation method for calculating impurity binding energy in an inhomogeneous cylindrical quantum dot with dielectric mismatch

机译:具有介电失配的非均匀圆柱量子点中杂质结合能的摄动方法

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In the present paper, we have studied the binding energy of the shallow donor hydrogenic impurity, which is confined in an inhomogeneous cylindrical quantum dot (CQD) of $m{GaAs-Al_{x}Ga_{1a??x}As}$. Perturbation method is used to calculate the binding energy within the framework of effective mass approximation and taking into account the effect of dielectric mismatch between the dot and the barrier material. The ground-state binding energy of the donor is computed as a function of dot size for finite confinement. The result shows that the ground-state binding energy decreases with the increase in dot size. The result is compared with infinite dielectric mismatch as a limiting case. The binding energy of the hydrogenic impurity is maximum for an on-axis donor impurity.
机译:在本文中,我们研究了浅施主氢杂质的结合能,该结合能限于$ rm {GaAs-Al_ {x} Ga_ {1a ?? x} As}的不均匀圆柱量子点(CQD)中。 $。摄动法用于在有效质量近似的框架内计算结合能,并考虑到点和势垒材料之间介电失配的影响。供体的基态结合能被计算为有限限制的点大小的函数。结果表明,基态结合能随着点尺寸的增加而降低。将结果与无限电介质不匹配作为极限情况进行比较。对于轴向施主杂质,氢杂质的结合能最大。

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