Magneto-Optics in parabolic three-dimensional quantum dots in magnetic fields of arbitrary direction
Pi, Marti · Ancilotto, Francesco · Lipparini, Enrico
Original · EN
We generalize the Kohn's theorem to the case of parabolic three-dimensional quantum dots in magnetic fields of arbitrary direction. We show numerically that the exact resonance frequencies in the magneto-optical absorption of these dots are reproduced by the adiabatic time-dependent local spin density approximation theory (TDLSDA). We use TDLSDA to predict spin density excitations in the dots.
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