Abstract
The analytical solution is obtained for the time-dependent self-consistent Schrodinger and Poisson equations describing the resonance electron’s transitions between split energy levels of symmetric three-barrier structures in a weak high-frequency electric field. It is found that the features of interaction of electrons at degenerate levels with a varying space-charge field results in a sharp reduction of probability of transitions between levels with increasing the barrier thickness, and, correspondingly, the high-frequency conductivity of three-barrier structures.
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