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Proceedings Paper

Two electronic states in spherical quantum nanolayer
Author(s): N. G. Aghekyan; E. M. Kazaryan; A. A. Kostanyan; H. A. Sarkisyan
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Paper Abstract

In this paper two electronic states in spherical quantum nanolayer are discussed. The Coulomb interaction between the electrons is discussed as perturbation. For confinement potential of the nanolayer the three-dimensional radial analog of Smorodinsky-Winternitz potential is considered. The problem is discussed within the frameworks of Russell-Saunders coupling scheme, thus, the spin-orbit interaction is considered weak. Therefore the eigenfunctions of the system is represented as a multiplication of its coordinate wave function and spin wave function. For this system the analogue of helium atom theory is represented. The eigenfunctions and energy states are obtained for one and two electron cases in the spherical quantum nanolayer. For the spherical nanolayer the dependence of perturbation energy, unperturbed system energy and the total energy for the ground state upon the inner radius is represented when the outer radius is fixed.

Paper Details

Date Published: 4 March 2011
PDF: 9 pages
Proc. SPIE 7998, International Conference on Laser Physics 2010, 79981C (4 March 2011); doi: 10.1117/12.890232
Show Author Affiliations
N. G. Aghekyan, Russian-Armenian (Slavonic) State Univ. (Armenia)
E. M. Kazaryan, Russian-Armenian (Slavonic) State Univ. (Armenia)
A. A. Kostanyan, Russian-Armenian (Slavonic) State Univ. (Armenia)
H. A. Sarkisyan, Russian-Armenian Univ. (Armenia)
Yerevan State Univ. (Armenia)

Published in SPIE Proceedings Vol. 7998:
International Conference on Laser Physics 2010
Aram V. Papoyan, Editor(s)

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