228

  • Name of journal
  • Number of edition
  • View count 228
  • Web Address
  • DOIdoi.org/10.47100/conference_physics/S2_36
  • Date of creation in the UzSCI system 21-08-2020
  • Read count 127
  • Date of publication
  • Main LanguageO'zbek
  • Pages215-223
Tags
Русский

Проведен анализ низкотемпературного поведения химического потенциала  квазидвумерного электронного газа вблизи точки резонанса (на дне минизоны) и вдали от нее. Получены низкотемпературные аналитические формулы для (T) в условиях существование произвольного числа минизон. Показано, что с ростом температуры вблизи точки резонанса химический потенциал линейно уменьшается, а в середине резонансных точек – экспоненциально медленно. Аналитические формулы сравнены численным решениям.

English

An analysis is made of the low-temperature behavior of the chemical potential of a quasi-two-dimensional electron gas near the resonance point (at the bottom of the miniband) and far from it. Low-temperature analytical formulas for are obtained under the conditions of the existence of an arbitrary number of minibands. It is shown that with increasing temperature near the resonance point, the chemical potential decreases linearly, and exponentially slowly in the middle of the resonance points. Analytical formulas are compared to numerical solutions.

Author name position Name of organisation
1 Baymatov P..
2 Gulyamov A..
3 Abdulazizov B..
4 Tohirjonov M..
Name of reference
1 Ando, A.B. Fowler and F. Stern. Electronic properties of two-dimensional systems. Reviews of Modern Physics, Vol. 54, No.2, April 1982.
2 Bastard G, Brunt J.A., Ferreira R. Electronic States in Sermiconductorr Heterostructures. Acad Press, 1991.
3 Beenaker S W.J., Houten H. von. Quantum Transport in Semiconductor Nanostructures. Acad. Press. Inc. Solid State Phys. Vol. 44.1991.
4 Physics of Low Dimensional Structures // Edited by P. Butcher,N.H.March, M.P.Tosi. New York. Plenum Press, 1993.
5 Shik A.Ja., Bakueva L.G., Musikhin S.F., Rykov S.A. Fizika nizkorazmernykh sistem / Pod red. A.Ja. Shika.-SPb.: Nauka, 2001. 160 s.
6 A. A. Varlamov, A.V. Kavokin and Y.M. Galperin. Quantization of entropy in a quasi-two-dimensional electron gas. Phys.Rev. B 93, 155404 (2016). doi: 0.1103/PhysRevB.93.155404
7 P. J. Baymatov, A. G. Gulyamov, and B. T. Abdulazizov. On the Heat Capacity of a Quasi-Two-Dimensional Electron Gas. // Advances in Condensed Matter PhysicsVolume 2019
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