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Three-wave mixing signal

A typical time-resolved degenerate four-wave mixing signal consists of at least two components a fast component limited by the laser pulse duration and a longer decay due to the medium response. When all three beams are polarized parallel to each other (xxxx geometry), three gratings are formed one grating is from the two... [Pg.425]

Traditionally, these quantities have been determined in the frequency domain through, respectively, measurements of the halfwidth of the Raman scattering intensity, and the frequency dependence of the three-wave mixing intensity. These same two quantities can be determined by a single measurement in the time domain, namely, the temporal response of the three-wave-mlxing signal when the frequency difference of two of the excitation fields is set to a... [Pg.495]

Fig. 7. Setup for the degenerate four wave mixing experiments. The input beam is split in three beams. The beam splitter BS3 deflects a part of one of the pump beams to a power meter, which detects laser power fluctuations. The delay line with the retro reflector R adjusts the temporal overlap of the two pump beams coming from the front side on the sample. The long delay line with retro reflector R2 is moved to probe the temporal behavior of the nonlinearity in the sample. The phase conjugated signal beam propagates from the sample back to BSj and is then deflected through a stack of attenuation filters on a second power meter. An iris in front of the power meter increases the signal to noise ratio by removing scattered light... Fig. 7. Setup for the degenerate four wave mixing experiments. The input beam is split in three beams. The beam splitter BS3 deflects a part of one of the pump beams to a power meter, which detects laser power fluctuations. The delay line with the retro reflector R adjusts the temporal overlap of the two pump beams coming from the front side on the sample. The long delay line with retro reflector R2 is moved to probe the temporal behavior of the nonlinearity in the sample. The phase conjugated signal beam propagates from the sample back to BSj and is then deflected through a stack of attenuation filters on a second power meter. An iris in front of the power meter increases the signal to noise ratio by removing scattered light...
Four-wave mixing (4WM) processes1-6 and spontaneous Raman and fluorescence (SRF) lineshapes7-12 provide a sensitive spectroscopic probe for polyatomic molecules in condensed phases. A 4WM process involves the interaction of three laser fields with wavevectors k, k2, and k3 and frequencies co, co2, and a>3, respectively, with a nonlinear medium. A coherently generated signal with wavevector ks and frequency cos is then detected (Fig. 1), where... [Pg.165]

Figure 1. The general four-wave mixing process. The coherent k, signal is generated by a nonlinear mixing of the three incoming fields k, k2> and k3, at times i, r2, and r3. Figure 1. The general four-wave mixing process. The coherent k, signal is generated by a nonlinear mixing of the three incoming fields k, k2> and k3, at times i, r2, and r3.
The forward folded boxcar four-wave mixing technique is illustrated in Fig. la and lb. Three pulsed laser beams are directed, through variable delay lines, toward the sample. Two time-coincident short excitation pulses and a third delayed probe beam cross in the sample. Figure 1 shows the beam geometries on the surface of the sample and at the aperture plane. The three incident beams are labeled 1, 2, and 3. Beam 4 is the signal beam, generated by the input beams via The... [Pg.424]

We have reviewed the EOM-PMA method for the calculation of two-pulse-induced (spontaneous emission, pump-probe, photon echo) and three-pulse-induced (transient grating, photon echo, coherent anti-Stokes-Raman scattering, four-wave-mixing) optical signals. In the EOM-PMA, the interactions of the system with the relevant laser pulses are incorporated into the system Hamiltonian and the driven system dynamics is simulated numerically exactly. [Pg.470]

To summarize, the EOM-PMA considerably facilitates the computation of various optical signals and 2D spectra. With shght alterations, the EOM-PMA can also be applied to compute nonlinear responses in the infrared (IR). The three-pulse EOM-PMA can be extended to calculate the A-pulse-induced nonhnear polarization [51], which opens the way for the interpretation of fifth-order spectroscopies, such as heterodyned 3D IR [52], transient 2D IR [53, 54], polarizability response spectroscopy [55], resonant-pump third-order Raman-probe spectroscopy [56], femtosecond stimulated Raman scattering [57], four-six-wave-mixing interference spectroscopy [58], or (higher than fifth order) multiple quantum coherence spectroscopy [59]. [Pg.471]


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