3.8 Proceedings Paper

Time-resolved mode power decomposition for nonlinear multimode fibers

Publisher

IEEE
DOI: 10.1109/SUM57928.2023.10224491

Keywords

nonlinear optics; multimode fibers; optical thermodynamics

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In this experiment, the mode power distribution from long spans of graded-index multimode fiber is investigated. It is found that, at relatively low powers, linear random mode coupling leads to a Bose-Einstein mode distribution. At powers near the nonlinear soliton regime, the distribution approaches a modified Rayleigh-Jeans law.
We experimentally investigate the mode power distribution from long spans of graded-index multimode fiber. We find that, at relatively low powers, linear random mode coupling leads to a Bose-Einstein mode distribution. At powers near the nonlinear soliton regime, the distribution approaches a modified Rayleigh-Jeans law.

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