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High-Order Analytical Formulation of Soliton Self-Frequency Shift

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posted on 26.12.2020, 13:21 by Martin RochetteMartin Rochette
We derive an analytical formulation of the Raman-induced frequency shift experienced by a fundamental soliton. By including propagation losses, self-steepening, and dispersion slope, the resulting formulation is a high-order (HO) extension of the well-known Gordon's formula for soliton self-frequency shift (SSFS). The HO-SSFS formula closely agrees with numerical results of the generalized nonlinear Schrödinger equation, but without the computational complexity and required computation time. The HO-SSFS formula is a useful tool for the design and validation of wavelength conversion systems and supercontinuum generation systems.

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Email Address of Submitting Author

martin.rochette@mcgill.ca

ORCID of Submitting Author

0000-0002-3287-9377

Submitting Author's Institution

McGill University

Submitting Author's Country

Canada

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