Dynamical characterization of the wave’s propagation of optical pulses in monomode fibers

Abstract

This study investigates some novel solitary wave solutions of the perturbed Chen–Lee–Liu ([Formula: see text]) equation to explain the physical and dynamic behavior of the pulse in optical fiber. The perturbed [Formula: see text] equation is one of the icon models that have been derived from the well-known Schrödinger equation. Two analytical techniques are used to obtain novel solitary wave solutions. Then, using a well-known numerical scheme, these solutions are looked at objectively to figure out why they work. Several graphs in different styles are used to show how the pulse waves in an optical fiber are analyzed and how accurate the analysis is. The scientific novelty of this research is given by explaining the comparison figure out of our results that have been published in some recently published research papers.