New Bisoltion Solutions in Dispersion Managed Systems

TL;DR

This paper introduces a novel method for describing solitary wave solutions in dispersion-managed systems, discovering new antisymmetric bisoliton solutions with potential applications in high-speed optical communications.

Contribution

It presents a new analytical approach based on polynomial deformation of the spectrum to find solitary wave solutions in periodically varying dispersion systems.

Findings

Discovered a new family of antisymmetric bisoliton solutions.

The solutions are relevant for nonlinear fiber optics and high-speed communications.

The method enhances understanding of wave behavior in dispersion-managed systems.

Abstract

In this paper we propose a method which provides a full description of solitary wave solutions of the Schroedinger equation with periodically varying dispersion. This method is based on analysis and polynomial deformation of the spectrum of an iterative map. Using this method we discover a new family of antisymmetric bisoliton solutions. In addition to the fact that these solutions are of interest for nonlinear fiber optics and the theory of nonlinear Schroedinger equations with periodic coefficients, they have potential applications for increasing of bit-rate in high speed optical fiber communications.