Using the quantum kinetic equation for electrons interacting with acoustic phonon, the density of the constant current associated with the drag of charge carriers in cylindrical quantum wire by a linearly polarized electromagnetic wave, a DC electric field and a laser radiation field is calculated. The density of the constant current is studied as a function of the frequency of electromagnetic wave, as well as the frequency of laser field and the basic elements of quantum wire with a parabolic potential. The analytic expression of the constant current density is numerically evaluated and plotted for a specific quantum wires GaAs\/AlGaAs to show the dependence of the constant current density on above parameters. All these results of quantum wire compared with bulk semiconductors and superlattices to show the difference.<\/p>\r\n","references":"[1]\tM. F. Kimmitt, C. R. Pidgeon, D. A. Jaroszynski, R. J. Bakker, A. F. G. Van Der Meer, and D. Oepts, \u201cInfrared free electron laser measurement of the photon darg effect in P-Silicon\u201d, Int. J. Infrared Millimeter Waves, vol 13, No 8, pp. 1065, 1992.\r\n[2]\tA. Grinberg and Luryi, \u201cTheory of the photon - drag effect in a two-dimensional electron gas\u201d, Phys. Rev. B 38, pp. 87, 1988.\r\n[3]\tS. D. Ganichev, H. Ketterl, and W. Prettl, \u201cSpin-dependent terahertz nonlinearities at inter-valance-band absorption in p-Ge\u201d, Physica B 272, pp. 464-466, 1999.\r\n[4]\tG. M. Shmelev, L. A. Chaikovskii and N. Q. Bau, \u201cHF conduction in semiconductors superlattices\u201d, Sov. Phys. Tech. Semicond, Vol 12, No. 10, pp. 1932, 1978.\r\n[5]\tN. Q. Bau, D. M. Hung and L. T. Hung, \u201cThe influences of confined phonons on the nonlinear absorption coefficient of a strong electromagnetic wave by confined electrons in doping superlattices\u201d, PIER Letters, Vol. 15, pp. 175-185, 2010.\r\n[6]\tV. L. Malevich Izv, \u201cHigh-frequency conductivity of semiconductors in a laser radiation field\u201d, Radiophysics and quantum electronics, Vol. 20, Issue 1, pp. 98-101, 1977.\r\n[7]\tS. V. Kryuchkov, E. I. Kukhar\u2019 and E. S. Sivashova, \u201cRadioelectric effect in a superlattice under the action of an elliptically polarized electromagnetic wave\u201d, Physics of the Solid State, vol 50, No. 6, pp. 1150-1156, 2008.\r\n[8]\tN. Q. Bau and D. M. Hung, \u201cCalculating of the nonlinear absorption coefficient of a strong electromagnetic wave by confined electrons in doping superlattices\u201d, PIER B 25, pp. 39-52, 2010.\r\n[9]\tN. Q. Bau and B. D. Hoi, \u201cInfluence of a strong electromagnetic wave (Laser radiation) on the Hall effect in quantum well with a parabolic potential\u201d, J. Korean Phys. Soc, Vol. 60, pp. 59-64, 2012.\r\n[10]\tG. M. Shmelev, G. I. Tsurkan and \u00c9. M. \u00c9pshtein, \u201cPhotostumilated radioelectrical transverse effect in semiconductors\u201d, Phys. Stat. Sol. B, Vol. 109, pp. 53, 1982.\r\n[11]\tN. Q. Bau, D. M. Hung and N. B. Ngoc, \u201cThe nonlinear absorption coefficient of a strong electromagnetic wave caused by confined electrons in quantum wells\u201d, J. Korean Phys. Soc 54, pp. 765-773, 2009. \r\n[12]\tG. M. Shmelev, N. H. Shon, G. I. Tsurkan, \u201cPhotostumulated even acousto-electric effect\u201d, Izv. Vyssh. Uchebn. Zaved. Fiz. 28, pp. 84, 1985. ","publisher":"World Academy of Science, Engineering and Technology","index":"Open Science Index 120, 2016"}