For the first time, a mathematical model was developed for determining the effect o f temperature and a quantizing magnetic field on oscillations o f the Fermi energy in nanoscale semiconductor structures with a parabolic dispersion law. A mathematical expression is derived for calculating the dependence o f the distribution o f the Fermi-Dirac function on the magnetic field, on the thickness o f the quantum well and on the temperature in low-dimensional semiconductor materials. The possibility o f calculating the Fermi energy oscillations in two-dimensional electron gases at high temperatures and weak magnetic fields is shown for the first time. The proposed theory explains the experimental results in two-dimensional semiconductor structures with a parabolic dispersion law.
| Mualliflar | У. И. Эркабоев, R. G. Rakhimov, N. A. Sayidov, U.M. Negmatov |
|---|---|
| Jurnal | (2019) Яримўтказгичлар физикаси ва микроэлектроника журнали |
| Nashr sanasi | 2021-02-28 |
| Jild | 3 |
| Son | 1 |
| Betlar | 47-55 |
| Til | en |
| DOI | 10.37681/2181-1652-019-x-2021-1-8 |
DOI: 10.37681/2181-1652-019-x-2021-1-8 · Maqolaning asl sahifasi
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