Resonant tunneling under ac bias through a semiconducting quantum dot
is investigated. In the case of a single resonant level in the dot, we
take into account the Coulomb repulsion between electrons with opposi
te spins. Using the irreducible Green's-function method, the propagato
r of the electrons in the well is obtained for the case of zero dc bia
s. The equation for the average number of electrons in the potential w
ell is solved self-consistently and the density of states for the elec
trons in the well is obtained for typical parameter values. The conduc
tance and the energy losses of the two-barrier system are calculated i
n the linear-response formalism. The conductance curve exhibits a reso
nantlike behavior when the external frequency OMEGA equals the Coulomb
repulsion energy E(c). Likewise, the energy-loss curve has a pronounc
ed minimum at this frequency.