Photostimulated Quantum Effects in Quantum Wire with a Parabolic Potential

The quantum theory of the photostimulated effects in quantum wire has been studied based on the quantum kinetic equation for electrons with a parabolic potential V (z) - mw(0)(2) (2)(z)/2 . In this case, electrons system in quantum wire is placed in a constant electric field (E) over right arrow (0), an electromagnetic wave (E) over right arrow (t) = (E) over right arrow (t) (e(-iwt) + e(iwt)) and in the presence of an intense laser field (F) over right arrow (t) - (F) over right arrowF sin Omega t. In the presence of laser radiation and polarized electromagne tic wave can influence that current carrier, and do appear an electric field intensity vector (E) over right arrow (0) with open circuit conditions. Hence, the analytic expressions of electric field intensity vector (E) over right arrow (0) along the coordinate axes has been calculated. The dependence of the components (E) over right arrow (0) on the frequency Omega of the laser radiation field, the frequency w of the electromagnetic wave field, the frequency w(0) of the parabolic potential are shown. From the analytic results, when w(0) -> 0, the result will turn back to the photostimulated kinetic effects in semiconductors.