The method of solving for the electron transport through systems of rectangular, triangular and parabolic wells and barriers in strong uniform HF electric field

The steady-state solution of the time-dependence Schrodinger equation in parabolic potential allows generalizing of the method of analysis of electron transport through systems of rectangular and triangular wells and barriers in a strong uniform HF electric field for systems containing parabolic potential. We can obtain a partial answer to the question of the effect of virtual transitions on the observable properties of triple-barrier structures. Virtual transitions can notably affect observable properties of quantum nanostructures.