By utilizing the hybrid recursive Green's function method, we study th
e exact numerical photoconductance of quantum point contacts and compa
re it with features obtained in the analytic adiabatic regime. We find
that the main features of the photoconductance oscillations are prese
nt, but with quantum corrections. These corrections are mainly due to
deviations from the semiclassical description of wave functions. Nonad
iabatic corrections enhance the photoconductance oscillations.