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Наносистемы: физика, химия, математика

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Influence effect of an external electric field and dissipative tunneling on intracenter optical transitions in quantum molecules with D2− states

https://doi.org/10.17586/2220-8054-2020-11-5-510-518

Аннотация

In the zero-range potential model and in the effective mass approximation, dispersion equations have been obtained, that describe dependence of the average binding energies of the quasistationary g- and u-states of the- center in the QD, as well as the widths of energy levels on the magnitude of the external electric field and the parameters of 1D-dissipative tunneling. Dips in the field dependences of the binding energies average values for quasi-stationary g- and u-states have been revealed. It is shown that the field dependences of the energy level widths for the g- and u- states of the-center have a resonance structure at the external electric field strengths corresponding to the dips in the field dependences of the average binding energies.

In the dipole approximation, the field dependence of the probability of the electron radiative transition from a quasistationary u-state to a quasi-stationary g-state of the-center in a QD in the presence of dissipative tunneling with the participation of two local phonon modes has been calculated. It was found that the curve of the radiative transition probability (RTP) dependence on the strength of the external electric field contains three peaks.

Об авторах

V. Krevchik
Penza State University
Россия


A. Razumov
Penza State University
Россия


P. Krevchik
Penza State University
Россия


M. Semenov
Penza State University
Россия


A. Shorokhov
Penza State University; University of Jyvaskyla; National Research Mordovia State University; International Research Centre Mag Top, Institute of Physics, Polish Academy of Sciences
Россия


А. Shkurinov
Institute for Problems of Laser and Information Technologies RAS; Penza State University
Россия


I. Ozheredov
Institute for Problems of Laser and Information Technologies RAS; Penza State University
Россия


Y. Wang
Lanzhou University
Китай


A. Malik
Multanimal Modi College Modinagar
Индия


Список литературы

1. Aleshkin V.Y., Gavrilenko L.V., Odnoblyudov M.A., Yassievich I.N. Impurity resonance states in semiconductors. Semiconductors, 2008, 42, P. 880–904.

2. Ovchinnikov A.A., Dakhnovsky Yu.I., et al. Principles of controlled modulation of low-dimensional structures. UNC DO (a publishing company at Moscow State University), Moscow, 2003, 510 p.

3. Leggett A.J. (Ed.) Controllable dissipative tunneling. Tunnel transport in low-dimensional systems. Fizmatlit, Moscow, 2012, 495 p.

4. Mantsevich V.N. Nonequilibrium effects and non-stationary electron transport in semiconductor nanostructures with interparticle interaction. PhD Thesis, Moscow, 2014, 337 p.

5. Mantsevich V.N., Maslova N.S. Spatial effects of Fano resonance in local tunneling conductivity in vicinity of impurity on semiconductor surface. JETP Lett., 2010, 91, P. 139–142.

6. Maltezopoulos T., Bolz A., et al. Wave-function mapping of InAs quantum dots by scanning tunneling spectroscopy. Phys. Rev. Lett., 2003, 91, 196804.

7. Tserkovnyak Y., Halperin B.I., Auslaender O.M., Yacoby A. Finite-size effects in tunneling between parallel quantum wires. Phys. Rev. Lett., 2002, 89, 136805.

8. Bomze Yu., Mebrahtu H., et al. Resonant tunneling in a dissipative environment. Phys. Rev. B, 2009, 79, 241402.

9. Qin H., Holleitner A.W., Eberl K., Blick R.H. Coherent superposition of photon- and phonon-assisted tunneling in coupled quantum dots. Phys. Rev. B, 2001, 64, 241302.

10. Trocha P., Rudzinski W. Phonon-assisted electronic transport through double quantum dot system coupled to ferromagnetic leads.´ Acta Physica Polonica A, 2013, 124, P. 843–845.

11. Liu L., Du Y., Zhou H., Lin T. Resonant tunneling through a coupled double quantum well in the presence of electron-phonon interaction. Phys. Rev. B, 1996, 54, P. 1953–1958.

12. Kang K., Min B.I. Effect of quantum confinement on electron tunneling through a quantum dot. Phys. Rev. B, 1997, 55, P. 15412–15415.

13. Kusmartsev F.V., Krevchik V.D., et al. Phonon assisted resonant tunneling and its phonons control. JETP Lett., 2016, 104, P. 392–397.

14. Polyakov A.M. Gauge Fields and Strings. Routledge, London, 1987. 312 p.

15. Coleman S. Aspects of Symmetry: Selected Erice Lectures. Cambridge University Press, Cambridge, 1985, 402 p.

16. Benderskii V.A., Vetoshkin E.V , Kats E.I. Semiclassical quantization of bound and quasistationary states beyond the adiabatic approximation. Phys. Rev. A, 2004, 69, 062508.

17. Zhukovsky V.Ch., Krevchik V.D., et al. The effect of an external electric field on the optical properties of a quantum-dot molecule with a resonant state of the center. Moscow University Physics Bulletin, 2013, 68, P. 397–404.

18. Baz’ A.I., Zeldovich Ya.B., Perelomov A.M. Scattering, Reactions and Decays in Nonrelativistic Quantum Mechanics. Jerusalem: Israel Program for Scientific Translations, 1969, 246 p.

19. Galitski V., Karnakov B., Kogan V., Galitski V. (Jr). Exploring Quantum Mechanics: A Collection of 700+ Solved Problems for Students, Lecturers, and Researchers. Oxford University Press, Oxford, 2013, 904 p.

20. Bateman H. Higher Transcendental Functions [Vol. 1–3]. McGraw-Hill Book Company, New York, 1953.


Рецензия

Для цитирования:


 ,  ,  ,  ,  ,  ,  ,  ,   . Наносистемы: физика, химия, математика. 2020;11(5):510–518. https://doi.org/10.17586/2220-8054-2020-11-5-510-518

For citation:


Krevchik V.D., Razumov A.V., Krevchik P.V., Semenov M.B., Shorokhov A.V., Shkurinov А.P., Ozheredov I.A., Wang Y.H., Malik A.K. Influence effect of an external electric field and dissipative tunneling on intracenter optical transitions in quantum molecules with D2− states. Nanosystems: Physics, Chemistry, Mathematics. 2020;11(5):510–518. https://doi.org/10.17586/2220-8054-2020-11-5-510-518

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ISSN 2220-8054 (Print)
ISSN 2305-7971 (Online)