Author/Authors :
Az-Zobi, Emad A. Department of Mathematics and Statistics - Faculty of Science - Mutah University, AlKarak, Jordan , Alleddawi, Ahmed O. Department of Mathematics and Statistics - Faculty of Science - Mutah University, AlKarak, Jordan , Alsaraireh, Islam W. Faculty of Informatics and Computing - Universiti Sultan Zainal Abidin (UniSZA), Kuala Terengganu, Malaysia , Mamat, Mustafa Saudi Electronic University, Abha, Kingdom of Saudi Arabia , Wrikat, Fawwaz D. Department of Mathematics and Statistics - Faculty of Science - Mutah University, AlKarak, Jordan , Akinyemi, Lanre Department of Mathematics - Lafayette College, Easton, Pennsylvania, USA , Rezazadeh, Hadi Faculty of Engineering Technology - Amol University of Special Modern Technologies, Amol, Iran
Abstract :
The current analysis employs the Riccati and modified simple equation methods to retrieve new optical solitons for highly dispersive nonlinear Schrodinger-type equation (NLSE). With cubic-quintic-septic law (also known as a polynomial) of refractive index and perturbation terms having cubic nonlinearity, 1-optical solitons in the form of hyperbolic, periodic, and rational are derived. the two schemes offer an influential mathematical tool for solving NLSEs in various areas of applied sciences.
Keywords :
Conformable derivative , Riccati simple equation method , Modified simple equation method , Optical soliton solutions
