Abstract:
A theoretical analysis is made of the interaction between fields whose frequencies satisfy the relationship ωp–ωs=ωg±ωa≈ω21 , where ωp, ωs, ωg and ωa are the frequencies of the pump, Stokes, generated, and auxiliary fields; ω21 tne frequency of a transition between two levels in the investigated susbstance. The conditions are established for the maximum efficiency of the conversion of the fields ωp and ωa into the field ωg. It is shown that the optimal conversion conditions are obtained for a certain ratio of the pump and auxiliary field powers when the phases of the interacting waves are locked. Numerical estimates are obtained of the conversion efficiency and interaction length when the active substance is potassium vapor or compressed hydrogen.