Analytical study of the chiral nonlinear
Schr\”{o}dinger’s equation for optical Soliton
Solutions
Abstract
The aim of the present paper is to extract the exact traveling wave
solutions of the chiral nonlinear Schr\”{o}dinger’s
equation (cNLSE). The
$(\frac{G’}{G^{2}})-$expansion method and the
first integral method along with symbolic computation package has been
exerted to celebrate the exact solutions. As a consequence, the obtained
solutions can be categorized into trigonometric, hyperbolic and rational
with some free parameters of the problem studied. In addition, these
types of the solutions lead to understand the physical phenomena of the
problem such as solitary, periodic, complex function, singular optical
solitons and dark-singular combo solitons.