Influence of Confined Optical Phonons and Laser Radiation on the Radioelectric Effect in a Cylindrical Semiconductor Quantum Wire with Parabolic Potential

Bau Nguyen Quang, Cao Thi Vi Ba, Do Tuan Long

Article Sidebar

PDF
Published Sep 25, 2017
DOI: https://doi.org/10.25073/2588-1124/vnumap.4214

Article Details

How to Cite
NGUYEN QUANG, Bau; VI BA, Cao Thi; LONG, Do Tuan. Influence of Confined Optical Phonons and Laser Radiation on the Radioelectric Effect in a Cylindrical Semiconductor Quantum Wire with Parabolic Potential. VNU Journal of Science: Mathematics - Physics, [S.l.], v. 33, n. 3, sep. 2017. ISSN 2588-1124. Available at: <https://js.vnu.edu.vn/MaP/article/view/4214>. Date accessed: 22 nov. 2024. doi: https://doi.org/10.25073/2588-1124/vnumap.4214.
ABNT APA BibTeX CBE EndNote - EndNote format (Macintosh & Windows) MLA ProCite - RIS format (Macintosh & Windows) RefWorks Reference Manager - RIS format (Windows only) Turabian
Issue
Vol 33 No 3
Section
Review Article

Main Article Content

Abstract

Abstract. Based on the quantum kinetic equation method, the influence of confined optical phonons and laser radiation on the Radioelectric effect in a cylindrical semiconductor quantum wire with parabolic potential subjected to a dc electric field and a linearly polarized electromagnetic wave has been theoretically studied. The obtained analytical expression of the Radioelectric field (REF) depends on frequencies and amplitudes of the external electromagnetic waves, the quantum wire parameters, the temperature of the system, and especially the quantum numbers (n and m) which characterize the phonon confinement. Numerical calculations for the GaAs/GaAsAl quantum wire show the strongly impact of the confined optical phonons as well as the laser radiation on the REF magnitude and posture. The REF also has more resonance peaks in comparison with that in case of bulk phonon.

Keywords: Confined optical phonon, laser radiation, Radioelectric field, Cylindrical quantum wire, quantum kinetic equation.

References

[1] Shmelev G M, Tsurkan G I, Epshtein E M, Phys. Stat. sol. (b), Vol.109 (1982) K53.
[2] Shmelev G M, Tsurkan G I, Anh N Q, Phys. Stat. sol. (b), Vol.121 (1984) K97.
[3] Kryuchkov S V, Kukhara E I, Sivashova E S, Physics of the Solid State, Vol.50 (2008) 1150.
[4] Kryuchkova S V, Kukhara E I, Zolotykha M N, Bulletin of the Russian Academy of Sciences: Physics, Vol.75 (2011) 1582.
[5] Shon N H, Anh V H, Phys. Stat. Sol. (b), Vol.134 (1986) 363.
[6] Fasol G, Tanaka M, Sakaki H, Horikoshi Y, Physical Review B, Vol.38 (1988) 6056.
[7] Sood A K, Menendez J , Cardona M, Ploog K, Physical Review Letters, Vol.54 (1985) 2111.
[8] Bhat J S, Kubakaddi S S, Mulimani B G, Semicond. Sci. Technol, Vol.70 (1991) 2216.
[9] Bau N Q, Hung D M, Hung L T, Progress In Electromagnetics Research Letters, Vol.15 (2010) 175.
[10] Fasolino A, Molinari E, Maan J C, Phys. Rev. B, Vol.39 (1989) 3923.
[11] Mowbray D S, Cardona M, Ploog K, Phys. Rev. B, Vol.43 (1991) 1598.
[12] Paula A M, Weber G, Journal of applied physics, Vol.77 (1995) 6306.
[13] Bau N Q, Long D T, Journal of Physics: Conference Series, Vol.726 (2016) 012015.
[14] Zou A, Xie H, Modern Physics Letters B, Vol.23 (2009) 3515.
[15] Wang X F, Lei X L, Phys. Rev. B, Vol.49 (1994) 4780.