[HTML][HTML] New optical soliton solutions to the space-time fractional perturbed Chen-Lee-Liu equation
MM Khatun, MA Akbar - Results in Physics, 2023 - Elsevier
The key traits of optical fiber and plasma physics are interpreted by the typical space-time
fractional nonlinear perturbed Chen-Lee-Liu equation. The equation is regarded in the …
fractional nonlinear perturbed Chen-Lee-Liu equation. The equation is regarded in the …
[HTML][HTML] Some new exact solutions of (4+ 1)-dimensional Davey–Stewartson-Kadomtsev–Petviashvili equation
Exact solutions of nonlinear equations have got formidable attraction of researchers
because these solutions demonstrate the physical behaviour of a model. In this paper, we …
because these solutions demonstrate the physical behaviour of a model. In this paper, we …
[HTML][HTML] Hybrid and physical interaction phenomena solutions to the Hirota bilinear equation in shallow water waves theory
The purpose of this research paper is to investigate the (3+ 1)-dimensional Hirota bilinear
equation that arises in nonlinear waves in fluid dynamics, plasma physics and shallow water …
equation that arises in nonlinear waves in fluid dynamics, plasma physics and shallow water …
Applications of the generalized nonlinear evolution equation with symbolic computation approach
In this work, we will try to find lump solutions, interaction between lump wave and solitary
wave solutions, kink-solitary wave solutions and shock wave-type solutions to (3+ 1) …
wave solutions, kink-solitary wave solutions and shock wave-type solutions to (3+ 1) …
Investigation of Brownian motion in stochastic Schrödinger wave equation using the modified generalized Riccati equation map** method
This work investigates the stochastic nonlinear Schrödinger equation in a more extended
form, influenced by multiplicative noise which represents the temporal change of …
form, influenced by multiplicative noise which represents the temporal change of …
Quantum-mechanical properties of long-lived optical pulses in the fourth-order KdV-type hierarchy nonlinear model
This study aims to investigate the (3+ 1)-dimensional fourth-order KdV-type hierarchy
nonlinear equation. For this aim, we use Hirota's simple method to handle one, two, three …
nonlinear equation. For this aim, we use Hirota's simple method to handle one, two, three …
Exploring the influence of layer and neuron configurations on Boussinesq equation solutions via a bilinear neural network framework
This study examines the Boussinesq equation, which is a nonlinear partial differential
equation used to describe long wave propagation in shallow water and has broader …
equation used to describe long wave propagation in shallow water and has broader …
Nonlinear Dispersion Dynamics of Optical Solitons of Zoomeron Equation with New -Model Expansion Approach
MA Isah - Journal of Vibration Testing and System …, 2024 - lhscientificpublishing.com
One of the equations describing incognito evolution, the nonlinear Zoomeron equation, is
studied in this work. In a variety of physical circumstances, including laser physics, fluid …
studied in this work. In a variety of physical circumstances, including laser physics, fluid …
Optical soliton solutions of generalized Pochammer Chree equation
This research investigates the utilization of a modified version of the Sardar sub-equation
method to discover novel exact solutions for the generalized Pochammer Chree equation …
method to discover novel exact solutions for the generalized Pochammer Chree equation …
[HTML][HTML] Novel solitonic structure, Hamiltonian dynamics and lie symmetry algebra of biofilm
In this study, the Lie point symmetries and optimal system have been established. We
discuss the biofilm model's soliton solutions. To examine a nonlinear dynamical biofilm …
discuss the biofilm model's soliton solutions. To examine a nonlinear dynamical biofilm …