Thomas Godin

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The nonlinear Schrödinger equation (NLSE) is a seminal equation of nonlinear physics describing wave packet evolution in weakly-nonlinear dispersive media. The NLSE is especially important in understanding how high amplitude "rogue waves" emerge from noise through the process of modulation instability (MI) whereby a perturbation on an initial plane wave can(More)
We report the observation of modulation instability in the mid-infrared by pumping chalcogenide-polymer optical microwires in the normal dispersion regime. Modulation instability is allowed via negative fourth-order dispersion and leads to far-detuned parametric frequency conversion.
We explore an interferometric beam shaping technique that considers the coaxial superposition of two Gaussian beams. This technique is traditionally implemented in a Mach-Zehnder interferometer; however, to avoid phase shift drift due to vibrations and thermal effects we employ amplitude and phase modulation with a spatial light modulator (SLM) to achieve(More)
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