Estimation of the effect of electron momentum parallel to the heterojunction boundary on the height of the first subband bottom in transistor superlattices with thin high barriers.
Pashkovskii A. B. 1
1JSC "RPC "Istok" named after Shokin", Fryazino, Moscow oblast, Russia
Email: solidstate10@mail.ru

PDF
Based on the analytical solution of the dispersion equation describing the allowed states in superlattices with thin high barriers, the influence of an electron momentum parallel to the heterojunction boundary on the height of the dimensional subband bottom in such superlattices was estimated for the transistor heterostructures, and, accordingly, the efficiency of those heterostructures located on the channel edges was evaluated. The study has shown that such sets of barriers prevent the transition from a narrow-band transistor channel to a wide-band material confining the channel (at least until intense transitions to the semiconductor upper valleys start in the channel itself). Keywords: superlattice, potential barrier, dispersion equation, transistor heterostructure.
  1. A.B. Pashkovskii, S.A. Bogdanov, A.K. Bakarov, A.B. Grigorenko, K.S. Zhuravlev, V.G. Lapin, V.M. Lukashin, I.A. Rogachev, E.V. Tereshkin, S.V. Shcherbakov, IEEE Trans. Electron. Dev., 68 (1), 53 (2021). DOI: 10.1109/TED.2020.3038373
  2. A.B. Pashkovskii, S.A. Bogdanov, A.K. Bakarov, K.S. Zhuravlev, V.G. Lapin, V.M. Lukashin, S.N. Karpov, I.A. Rogachev, E.V. Tereshkin, Semiconductors, 57 (1), 20 (2023). DOI: 10.21883/SC.2023.01.55616.3554
  3. D.A. Safonov, A.N. Vinichenko, Yu.D. Sibirmovsky, N.I. Kargin, I.S. Vasil'evskii, IOP Conf. Ser.: Mater. Sci. Eng., 498, 012031 (2019). DOI: 10.1088/1757-899X/498/1/012031
  4. A.N. Vinichenko, V.P. Gladkov, N.I. Kargin, M.N. Strikhanov, I.S. Vasil'evskii, Semiconductors, 48 (12), 1619 (2014). DOI: 10.1134/S1063782614120227
  5. V.V. Kapaev, Yu.V. Kopaev, I.V. Tokatly, Phys. Usp., 40 (5), 538 (1997). DOI: 10.1070/PU1997v040n05ABEH001568
  6. V.P. Dragunov, I.G. Neizvestny, V.A. Gridchin, Osnovy nanoelektroniki (Logos, M., 2006). (in Russian)
  7. M. Kherman, Poluprovodnikovye sverkhreshetki (Mir, M., 1989). (in Russian)
  8. V.M. Gaitskii, B.M. Karnakov, V.I. Kogan, Zadachi po kvantovoy mekhanike (Nauka, M., 1992). (in Russian)
  9. A.B. Pashkovskii, JETP Lett., 64 (12), 884 (1996). DOI: 10.1134/1.567239
  10. V.F. Elesin, Yu.V. Kopaev, JETP, 96 (6), 1149 (2003). DOI: 10.1134/1.1591227
  11. N.V. Tkach, Yu.A. Seti, JETP Lett., 95 (5), 271 (2012). DOI: 10.1134/S0021364012050074
  12. E. Kablukova, K.K. Sabelfeld, D. Protasov, K. Zhuravlev, Monte Carlo Meth. Appl., 29 (4), 307 (2023). DOI: 10.1515/mcma/2023-2019
Publisher:

Ioffe Institute

Institute Officers:

Director: Sergei V. Ivanov

Contact us:

26 Polytekhnicheskaya, Saint Petersburg 194021, Russian Federation
Fax: +7 (812) 297 1017
Phone: +7 (812) 297 2245
E-mail: post@mail.ioffe.ru