Advances in Laser Chemistry pp 271-276 | Cite as
Molecular Spectroscopic Aspects of the Third Order Susceptibility
Conference paper
Abstract
The third order electric dipole susceptibility χ (3), (-ωd, ωa, ωb, ωc) is enhanced when combinations of frequency arguments fall near material resonances. The use of a physical process which depends on the magnitude of this function allows spectroscopy to be performed. We have selected four wave mixing (4WM) as a method to simultaneously observe Raman and two-photon (TP) resonances. In (partially degenerate) 4WM the presence of intense oscillating electric fields creates nonlinear polarizations. The component at frequency ω3 = 2ω1 - ω2 is Under phase matched conditions P (3) (ω3) acts as a coherent source to generate light intensity at the same frequency. Because this light derives coherence from the ω1 and ω2 laser beams, even low ω3 intensities are easily detected after frequency and spatial filtering. In this paper we present the first applications of these techniques in molecular solids and vapors. The latter appears elsewhere and will not be fully discussed.
$$ {\underline P^3} ({\omega_3}) = 3{\underline{\underline \chi }^3}( - {\omega_3}, {\omega_1}, {\omega_1}, - {\omega_2}) \vdots \underline E ({\omega_1})\,\underline E ({\omega_2}) $$
(1)
$$ I({\omega_3}) \alpha |{P^{(3)}} ({\omega_3}){|^2}\alpha |{X^{(3)}}{|^2} {I^2}({\omega_1}) I({\omega_2}) $$
(2)
Keywords
Raman Resonance Nonlinear Polarization Coherent Source Molecular Solid Order Susceptibility
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