The absorption cross sections for intraband transitions in spherical semico
nductor quantum dots are considered, with the self-consistent effects taken
into account. Electronic states are described by the effective mass Schrod
inger equation, and the influence of accumulated electronic charge on the e
lectronic structure is accounted for by the conventional numerical self-con
sistent procedure, i.e. by solving the Schrodinger and the Poisson equation
s iteratively. The self-consistent Hartree potential is found to push the w
ave function out of the dot "core" and thus may significantly influence the
transition matrix elements, particularly in cases where the upper state is
shallow or becomes a resonant state upon including the self-consistency. (
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