We have studied the
nonlinear absorptive and dispersive
responses
considering a molecular system consisting of two-levels, where aspects
of the vibrational internal structure and intramolecular coupling
are inserted, in addition to the considerations of interaction with
the thermal reservoir. The Born–Oppenheimer electronic energy
curve for this molecular model consists of two-intercrossing harmonic
oscillator potentials with minima displaced in energy and nuclear
coordinate. The results obtained show how these optical responses
are sensitive to explicit considerations of both intramolecular coupling
and the presence of the solvent through their stochastic interaction.
Our study shows that the permanent dipoles of the system and the transition
dipoles induced by electromagnetic field effects represent critical
quantities for the analysis. The solvent action in our model is treated
through the natural Bohr frequency shift to a time-dependent function,
with explicit manifestations in its comparison as if the upper state
were broadened. Significant variations in the nonlinear optical properties
for cases of perturbative and saturative treatments, relaxation times,
and optical propagation, mainly due to changes in the probe and pump
intensities, are studied. Our studies relating the intramolecular
effects with those generated by the presence of the solvent and its
stochastic interaction with the solute of study, have allowed not
only to analyze the influence of these in the profile of the optical
responses, but they could also provide some insights into the analysis
and characterization of molecular systems through nonlinear optical
properties.