This article focuses on securing distinct optical solitons to optical fiber with the coupled
nonlinear Schrödinger equation. The examined equation is analyzed with the aid of …

This article pays attention to secure the exact wave structures to the system of ion sound
under influence of ponderomotive force. It is caused by non-linear force and is experienced …

Because the importance of the optical wave propagation in fibers, we seek for the optical
travelling wave solutions and effect of the third-order dispersion parameter for the extended …

This study attempts to investigate the dynamic study of the three-component coupled NLS-
type equations. The unified Riccati equation expansion method and the generalized …

The aim of this study is to peruse the dispersive Schrödinger–Hirota equation (SH equation)
with parabolic law linearity to get optical soliton solutions by utilizing the generalized …

This article pays attention to the interaction of waves for the (2+ 1)-dimensional KdV
equation arising in the diversity of fields with the properties of conformable fractional …

This paper studies the multi-component Sasa-Satsuma integrable hierarchies via an
arbitrary-order matrix spectral problem, based on the zero curvature formulation. A …

In this paper, we find analytic solutions of generalized nonlinear Schrödinger equation
(GNLSE), the underlying equation for studying pulse propagation through optical …

In this article, we have discussed different forms of optical pulses in the nonlinear optical
fiber. The higher order nonlinear Schrödinger equation (NLSE) with the effect of group …

The exploration of higher-order and multicomponent extensions of the nonlinear
Schrödinger equation holds significant importance across diverse applications, notably …