While 100 fs pulses provide the high peak power needed for a strong signal from CARS or SRS, the corresponding bandwidth of these pulses is about 10 nm, which is much broader than the width of most Raman lines. This is illustrated in Figure 3. Accordingly, a large portion of the pulse energy only contributes to the generation of the non-resonant background. The line width of the Raman transition is better matched by ps pulses (see Figure 3) and much work has been done with ps lasers or OPOs.
A clever solution called spectral focusing allows the full bandwidth of a fs pulse to be used efficiently for these nonlinear microscopy techniques. In this method, both the pump (ωP) and Stokes (ωS) pulses are linearly chirped as shown in Figure 3. Optical pulses where the frequency increases or decreases within the temporal pulse are referred to as chirped, in analogy with sound pulses. Therefore, in the plots shown in Figure 3, a horizontal line represents a pulse that is not chirped and the vertical width of the line represents the bandwidth of the pulse. Conversely, a tilted line indicates a linearly chirped pulse. When both the pump and the Stokes pulses are linearly chirped by the same amount, the difference between the two frequencies (Ω = ωP- ωS) can be quite narrow. Thus, two broadband fs pulses can still be used to efficiently excite a narrowband Raman line. Tuning of the frequency difference between the pulses is also possible using this technique. This is accomplished not by tuning the central wavelength of the laser but rather by changing the relative timing between the two chirped pulses. Spectral focusing allows fs lasers to be used for all nonlinear microscopy techniques including CARS and SRS.
In SFG microscopy, the fluorescent dye is omitted and the sum frequency signal is generated from the sample itself, similar to both SHG and THG microscopy. However, in contrast to these techniques where only a single wavelength is required, two different wavelengths are required for SFG. Consequently, this technique has similar requirements to CARS in that the pulses from the two lasers must arrive at the same location in the sample at the same time. Therefore, synchronized lasers are needed for SFG microscopy.