We study the effect of quantum interference on the population distribution
and absorptive properties of a V-type three-level atom driven by two lasers
of unequal intensities and different angular frequencies. Three coupling c
onfigurations of the lasers to the atom are analysed: (a) both lasers coupl
ed to the same atomic transition, (b) each laser coupled to different atomi
c transition and (c) each laser coupled to both atomic transitions. Dressed
stales for the three coupling configurations are identified, and the popul
ation distribution and absorptive properties of the weaker field are interp
reted in terms of transition dipole moments and transition frequencies amon
g these dressed states. In particular, we find that in the first two cases
there is no population inversion between the bare atomic states, but the po
pulation can be trapped in a superposition of the dressed states induced by
quantum interference and the stronger held. We show that the trapping of t
he population, which results from the cancellation of transition dipole mom
ents, does not prevent the weaker field to be coupled to the cancelled (dar
k) transitions. As a result, the weaker field can be strongly amplified on
transparent transitions. In the case of each laser coupled to both atomic t
ransitions the population can be trapped in a linear superposition of the e
xcited bare atomic states leaving the ground state unpopulated in the stead
y state. Moreover, we find that the absorption rate of the weaker field dep
ends on the detuning of the strong field from the atomic resonances and the
splitting between the atomic excited states. When the strong held is reson
ant to one of the atomic transitions a quasi-trapping effect appears in one
of the dressed states. In the quasi-trapping situation all the transition
dipole moments are different from zero, which allows the weaker field to be
amplified on the inverted transitions. When the strong field is tuned half
way between the atomic excited states, the population is completely trapped
in one of the dressed states and no amplification is found for the weaker
field.