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The Physics of Short Pulses in Optical Fibers
Adam Halverson (Reed College '00) and Clay Stein (Williams '00) programming our lab computer. The fiber laser is on the optical table in the foreground.
In 1993 I worked with Song Wu and Dick Fork at RPI on the first fiber laser successfully modelocked with a Nonlinear Optical Loop Mirror (NOLM). It produced 1 ps pulses, but required a moving external mirror providing feedback to the cavity in order to initiate mode-locking. It also was very sensitive to the polarization of the light in the cavity -- if the polarization was detuned, the laser would produce pulses longer than 50 ps.
Todd Stievater '95 built an NOLM fiber laser in our laboratory at Williams. Kira Maginnis '95 constructed an autocorrelator that will enable us to measure pulse durations on the order of a picosecond. Matt DeCamp '96 continued Todd's work with the laser, studying its pulse trains under a variety of operating parameters. Like the RPI laser, the output of our laser depends critically on polarization and changes as the temperature of the laser varies.
To better understand the polarization effects of the fiber laser cavity, Ben Evans '96, Aaron Kammerer '98, and Matt Partlow (St. Lawrence U. '97) developed an apparatus to measure the birefringence due to bending the fiber as a function of its temperature. This birefringence increases exponentially with temperature and it decreases with the time that the fiber is bent. Presently we are working on a model to explain these results. Since practically all optical fiber systems include several loops of fiber, this temperature effect has important implications for any system with polarization-dependent components, including our NOLM laser.
In the longer term, we plan to use our fiber laser to study how picosecond pulses propagate in fiber. Dispersion tends to elongate the pulses as they travel through kilometers of fiber, while self-phase modulation, a non-linear effect, tends to compress them. Under the right circumstances, these two effects can balance each other and a special pulse shape (a "soliton") can propagate for long distances without spreading. Solitons may prove useful for encoding data or switching data in high speed telecommunication systems.