The evolution of electron quasistationary spectrum in open spherical quantum dot is under study within the effective mass and rectangular potential model. Within the framework of the S-matrix model the exact solution of Schrödinger equation is obtained in general analytical form. It is shown, for the first time, that the generalized resonance energies and widths introduced as the parameters defining the probability distribution function (over the energy or quasi momentum) of electron location in quantum dot, adequately characterize the evolution of its quasistationary states (contrary to the S-matrix poles) in the whole range of barrier thickness: from zero (free states) up to the infinity (stationary bound states are under the barrier and ...
Abstract:- We study the problem of an electron confined in a semiconductor quantum dot shaped as a s...
We developed semiclassical method and show that any smooth potential in graphene describing elongate...
Our approach is quasi-analytical. We consider the Hamiltonian of a two-electron quantum dot composed...
The quasistationary electron spectrum in opened spherical quantum dot is obtained within the S-matri...
It is established the theory of exciton spectrum in three shells closed spherical quantum dot with r...
It is established the theory of electron spectrum in semiconductor cylindrical closed quantum dot in...
In this paper, the energy spectrum of electron and complete set of exact wave functions are obtained...
We derive a nonsymmetrized eight-band effective-mass Hamiltonian for quantum dot heterostructures (Q...
The confinement model potential for quantum dot considered in the present paper is smooth, has finit...
In this work, the effects of quantum confinement on the ground state energy of a correlated electron...
9th International Physics Conference of the Balkan Physical Union, BPU 2015 -- 24 August 2015 throug...
In this study, we develop and demonstrate an efficient self-consistent calculation schema that compu...
Confined states of an electron-positron pair in the spherical quantum dot (QD) are theoretically inv...
[[abstract]]The fine structure of the energy levels for a hydrogenic impurity located in the center ...
WOS: 000269766400029The electronic structure and optical properties of one-electron Quantum Dot (QD)...
Abstract:- We study the problem of an electron confined in a semiconductor quantum dot shaped as a s...
We developed semiclassical method and show that any smooth potential in graphene describing elongate...
Our approach is quasi-analytical. We consider the Hamiltonian of a two-electron quantum dot composed...
The quasistationary electron spectrum in opened spherical quantum dot is obtained within the S-matri...
It is established the theory of exciton spectrum in three shells closed spherical quantum dot with r...
It is established the theory of electron spectrum in semiconductor cylindrical closed quantum dot in...
In this paper, the energy spectrum of electron and complete set of exact wave functions are obtained...
We derive a nonsymmetrized eight-band effective-mass Hamiltonian for quantum dot heterostructures (Q...
The confinement model potential for quantum dot considered in the present paper is smooth, has finit...
In this work, the effects of quantum confinement on the ground state energy of a correlated electron...
9th International Physics Conference of the Balkan Physical Union, BPU 2015 -- 24 August 2015 throug...
In this study, we develop and demonstrate an efficient self-consistent calculation schema that compu...
Confined states of an electron-positron pair in the spherical quantum dot (QD) are theoretically inv...
[[abstract]]The fine structure of the energy levels for a hydrogenic impurity located in the center ...
WOS: 000269766400029The electronic structure and optical properties of one-electron Quantum Dot (QD)...
Abstract:- We study the problem of an electron confined in a semiconductor quantum dot shaped as a s...
We developed semiclassical method and show that any smooth potential in graphene describing elongate...
Our approach is quasi-analytical. We consider the Hamiltonian of a two-electron quantum dot composed...