A variety of optical soliton solutions for the M-truncated Paraxial wave equation using Sardar-subequation technique
To generate different optical soliton solutions of the Paraxial wave equation with fractional
time dependence, a well-known Sardar-subequation technique is used. The M-truncated …
time dependence, a well-known Sardar-subequation technique is used. The M-truncated …
[HTML][HTML] The plethora of exact and explicit soliton solutions of the hyperbolic local (4+ 1)-dimensional BLMP model via GERF method
In this article, some novel results to the hyperbolic local (4+ 1)-dim Boiti-Leon-Manna-
Pempinelli (BLMP) equation signifies the wave propagation over an incompressible fluid. In …
Pempinelli (BLMP) equation signifies the wave propagation over an incompressible fluid. In …
[HTML][HTML] Exact soliton solutions of conformable fractional coupled Burger's equation using hyperbolic funtion approach
In the field of nonlinear sciences many methods have been developed to obtain new
explicitly exact soliton solutions. With the use of conformable derivatives, new explicit exact …
explicitly exact soliton solutions. With the use of conformable derivatives, new explicit exact …
Dynamics of new optical solutions of fractional perturbed Schrödinger equation with Kerr law nonlinearity using a mathematical method
A Zulfiqar, J Ahmad - Optical and Quantum Electronics, 2022 - Springer
The current article finds new soliton closed-form wave structures of the solutions of the
fractional perturbed Schrödinger equation with Kerr law nonlinearity. The various kinds of …
fractional perturbed Schrödinger equation with Kerr law nonlinearity. The various kinds of …
[HTML][HTML] Novel soliton structures of truncated M-fractional (4+ 1)-dim Fokas wave model
In this research article, a nonlinear time–space fractional order (4+ 1)-dim Fokas wave
equation that is crucial for examining the corporal marvels of waves on and inside the …
equation that is crucial for examining the corporal marvels of waves on and inside the …
[HTML][HTML] Comprehensive geometric-shaped soliton solutions of the fractional regularized long wave equation in ocean engineering
MA Akbar, FA Abdullah, MM Khatun - Alexandria Engineering Journal, 2023 - Elsevier
The time-fractional regularized long wave equation is a significant model in the study of
ocean engineering, plasma physics, and fluid dynamics. The fractional derivative is …
ocean engineering, plasma physics, and fluid dynamics. The fractional derivative is …
Novel exact wave solutions of the (4+ 1)-dimensional Boiti–Leon–Manna–Pempinelli model via application of three mathematical methods
In this manuscript, novel exact results to the hyperbolic local (4+ 1)-dimensional BLMP
model are established with the applications of three mathematical methods. The concern …
model are established with the applications of three mathematical methods. The concern …