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• W2883670300 abstract "The electron energy spectrum in inverted core-shell quantum dot driven by magnetic and electric fields is studied. The parallel and perpendicular electric and magnetic fields are considered. The Schödinger equation is solved using the method of expansion of the electron wave function on the basis of wave functions in the nanostructure without the external fields. The formation of the electron ground state under the influence of the electric and magnetic field is researched. It is shown that this state is successively formed by the states with m ≤ 0 (Aharonov-Bohm effect) when the magnetic field induction increases. This effect vanishes when the electric field intensity increases and if the magnetic field is parallel to the electric one. The electron ground state is characterized only by quantum number m = 0 in the whole range of magnetic field induction when the electric field intensity is bigger than certain critical magnitude. When the electric field intensity increases, being perpendicular to the magnetic one, the cylindrical symmetry of problem is broken and the wave function of electron ground state is obtained as a series, containing the states with different values of magnetic quantum number. Their partial contributions essentially depend on the magnitudes of electric field intensity and magnetic field induction. The effect of magnetic field on electron ground state energy decreases when the external fields are perpendicular. The peculiarities of the formation of electron energy spectrum due to the electric and magnetic field should be displayed on the selection rules and the energies of quantum transitions and, thus, on the optical properties of nanostructure." @default.
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• W2883670300 date "2018-10-01" @default.
• W2883670300 modified "2023-10-12" @default.
• W2883670300 title "Joint effect of electric and magnetic field on electron energy spectrum in spherical nanostructure ZnS/CdSe/ZnS" @default.
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• W2883670300 doi "https://doi.org/10.1016/j.physe.2018.07.020" @default.
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