Abstract
A hybrid system composed of an isotropic nanoparticle and a
semiconductor heterostructure with a quantum well has been
considered. The nanoparticle is supposed to be polarizable in an
external electric field. A theoretical model of the hybrid system is
substantiated and formulated. Exact solutions of the model equations
are obtained. The frequencies of charge oscillations in the hybrid
system and their damping owing to the dipole–plasmon interaction
are found, the damping mechanism being similar to that of Landau
damping. The space-time behavior of concentration perturbations in
the two-dimensional electron gas is analyzed, and the polarization
oscillations of a nanoparticle are studied. The induced polarization
of a nanoparticle at nonzero electron drift velocities is found to
have a complicated dynamics. In particular, the polarization vector
circulates along elliptic trajectories for two of three frequency
dispersion branches. If the electric current flows through the
quantum well due to an applied electric field, the damping of
oscillations in the hybrid system is replaced by their growth in
time, which corresponds to the electric instability of the system.
New phenomena in hybrid systems can be used to excite the emission
of nanoparticles by an electric current and to electrically
stimulate the emission in the terahertz spectral range.