Three-electron quantum dot in a magnetic field |
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| Authors: | R. Ya. Kezerashvili L. L. Margolin Sh. M. Tsiklauri |
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| Affiliation: | Physics Department, New York City College of Technology, The City University of New York, Brooklyn, NY, USA
Marymount Manhattan College, New York, NY, USA
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| Abstract: | Three electrons confined by a parabolic well in a two-dimensional quantum dot and interacting via a logarithmic potential in a magnetic field are treated in the framework of the hyperspherical functions (HF) method by expanding the wave function in terms of the three-body symmetrized HF and the hyperradial functions of noninteracting trapped electrons. The binding energies and pair correlation function are calculated. |
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