Abstract Using the dielectric function calculated for a three‐level system in the presence of two coherent light fields, renormalization effects are discussed due to a finite level population, to two‐photon transitions, and to exciton—biexcition transitions for CuCl.
The theoretical study of the nonlinear dielectric function of three-level systems has shown a memory effect which depends on the inversion of the exciton and biexciton populations created during the excitation and on the relaxation times of these quasiparticles. This effect is studied at low temperatures (2 K) by measuring the time evolution of the transmission of a beam through a CuCl sample. In addition, it has important consequences on the switching properties of bistable devices using CuCl as the active medium.
Theory of pump‐probe process for weakly confined exciton‐biexciton system is revisited from the viewpoint of EIT proposed recently by Chesi et al. In order to clarify the reason why the EIT window does not come out sharp enough, we study a more detailed model of the dielectric function of a slab by renormalizing the transitions among the size quantized exciton‐biexciton levels. Numerical analysis shows that this model gives a better description of EIT behavior than that of “renormalized bulk dielectric function with generalized ABC’s” used by Chesi et al.