Bragg grating rogue wave

TL;DR

This paper derives rogue wave solutions for the massive Thirring model, relevant to nonlinear optical pulse propagation in Bragg gratings, highlighting potential for extreme waves at low powers through advanced optical effects.

Contribution

It presents the first derivation of rogue wave solutions within the massive Thirring model for Bragg grating systems, linking nonlinear optics and rogue wave phenomena.

Findings

Derived explicit rogue wave solutions for the massive Thirring model.

Identified conditions for extreme wave formation at low optical powers.

Suggested potential applications in optical systems using electromagnetically induced transparency.

Abstract

We derive the rogue wave solution of the classical massive Thirring model, that describes nonlinear optical pulse propagation in Bragg gratings. Combining electromagnetically induced transparency with Bragg scattering four-wave mixing, may lead to extreme waves at extremely low powers.