4.6 Article

Understanding Nonlinear Pulse Propagation in Liquid Strand-Based Photonic Bandgap Fibers

Journal

CRYSTALS
Volume 11, Issue 3, Pages -

Publisher

MDPI
DOI: 10.3390/cryst11030305

Keywords

photonic bandgap fiber; dispersive wave; resonance; dispersion management; supercontinuum generation

Funding

  1. Deutsche Forschungsgemeinschaft [SCHM2655/11-1, SCHM2655/12-1, SCHM2655/8-1, 259607349/GRK2101]
  2. H2020 Marie Sklodowska-Curie Actions [713694]

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The spectral distance between the pump and the waveguide has a significant impact on the generation of supercontinuum. The dispersion landscape of a bandgap fiber varies greatly with wavelength compared to an air-hole fiber, leading to dramatic changes in dispersive wave generation with slight adjustments in pump wavelength. This study provides insights into nonlinear frequency conversion and the relevance of third order dispersion for interband energy transfer in resonance-enhanced waveguide systems.
Ultrafast supercontinuum generation crucially depends on the dispersive properties of the underlying waveguide. This strong dependency allows for tailoring nonlinear frequency conversion and is particularly relevant in the context of waveguides that include geometry-induced resonances. Here, we experimentally uncovered the impact of the relative spectral distance between the pump and the bandgap edge on the supercontinuum generation and in particular on the dispersive wave formation on the example of a liquid strand-based photonic bandgap fiber. In contrast to its air-hole-based counterpart, a bandgap fiber shows a dispersion landscape that varies greatly with wavelength. Particularly due to the strong dispersion variation close to the bandgap edges, nanometer adjustments of the pump wavelength result in a dramatic change of the dispersive wave generation (wavelength and threshold). Phase-matching considerations confirm these observations, additionally revealing the relevance of third order dispersion for interband energy transfer. The present study provides additional insights into the nonlinear frequency conversion of resonance-enhanced waveguide systems which will be relevant for both understanding nonlinear processes as well as for tailoring the spectral output of nonlinear fiber sources.

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