The energy-exchange process between the fundamental and its second-har
monic fields copropagating in an optical medium is facilitated by the
spatially periodic dc poling field. The nonlinear dynamics of this sys
tem is investigated in the context of an effective Hamiltonian formali
sm. The explicitly included cross-modulation and self-phase-modulation
nonlinear terms lead to the bifurcation instability interpreted as a
new switching phenomenon in which both up- and down-conversion efficie
ncies can be precisely controlled by the external field. Experiments t
esting predicted effects are suggested.