2018
DOI: 10.1016/j.optmat.2018.05.045
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Effects of hydrogenic impurity and external fields on the optical absorption in a ring-shaped elliptical quantum dot

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Cited by 37 publications
(6 citation statements)
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“…fi In addition, the peak intensities decrease as the strength of the magnetic field becomes higher. The reason for this behavior is that the absolute value of the M fi decreases with g. These results are consistent with other previous published works in the case of an elliptical quantum dot structure [41]. All these explanations can be understood by observing the numerical results in figures 3(c)-(d).…”
Section: Resultssupporting
confidence: 92%
“…fi In addition, the peak intensities decrease as the strength of the magnetic field becomes higher. The reason for this behavior is that the absolute value of the M fi decreases with g. These results are consistent with other previous published works in the case of an elliptical quantum dot structure [41]. All these explanations can be understood by observing the numerical results in figures 3(c)-(d).…”
Section: Resultssupporting
confidence: 92%
“…The analysis of optical behavior is crucial as it gives an insight into the intersubband transition in a controlled manner. The optical AC in a ring-shaped elliptical QD with the effects of hydrogenic impurity, electric and magnetic fields is presented in Reference [48]. Using the finite element method, they found that with the increasing electric field, the optical absorption increases for impurity situated at the center.…”
Section: Introductionmentioning
confidence: 99%
“…This case prompted researchers to investigate optical phenomena such as optical absorption [27,28], optical rectification [29][30][31], second and thirdorder harmonic generations [32][33][34] and refractive index changes [35][36][37]. Optical absorption coefficients (OACs) of QDs which including impurity have different confinement potentials have been previously studied by many authors [38][39][40][41][42][43][44][45][46][47][48][49][50]. Optical properties of QDs are investigated for: a cylindrical core-shell QD by Kria et al [38], the spherical sector-shaped QD by Mora-Ramos et al [39], a laser-driven two-dimensional disc-shaped QD by Kilic et al [40], a spherical QD by Stevanović et al [41], a typical ring-shaped elliptical QD by Ghajarpour and Karimi [42], core-shell ellipsoidal QDs by Shi and Yan [43], a mul-tilayer QD by Rahul et al [44], a lens-shaped QD with a finite confinement potential by Khordad et al [45], a parabolic QD by Hosseinpour et al [46], two QDs coupled laterally with a circular cross-sectional shape by Duque et al [47], a pyramidal QD by Niculescu and Bejan [48], a triangular two-dimensional QD by Kasapoglu et al [49], a QD with Woods-Saxon potential by Lu et al [50].…”
Section: Introductionmentioning
confidence: 99%