Universal scaling laws of Kerr frequency combs
Stephane Coen, Miro Erkintalo
TL;DR
This paper derives universal scaling laws for Kerr frequency combs using the Lugiato-Lefever equation, providing simple analytic estimates for maximum bandwidth and validating them against diverse experimental data.
Contribution
It introduces universal scaling laws for Kerr frequency combs based on normalized properties of cavity solitons, offering a new analytic approach.
Findings
Derived simple analytic estimates for maximum comb bandwidth.
Validated scaling laws against diverse experimental data.
Provided insights into the limits of Kerr frequency combs.
Abstract
Using the known solutions of the Lugiato-Lefever equation, we derive universal trends of Kerr frequency combs. In particular, normalized properties of temporal cavity soliton solutions lead us to a simple analytic estimate of the maximum attainable bandwidth for given pump-resonator parameters. The result is validated via comparison with past experiments encompassing a diverse range of resonator configurations and parameters.
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