Title of article
Plasma particles dispersion based on Bogoyavlensky-Konopelchenko mathematical model
Author/Authors
Rashed ، Ahmed S. Department of Physics and Engineering Mathematics Department - Faculty of Engineering 2. Faculty of Engineering - Zagazig University , Mohamed ، Mokhtar Faculty of Engineering - Delta University for Science and Technology , Inc ، Mustafa Department of Mathematics - Firat University
From page
561
To page
570
Abstract
An optimal system of Lie infinitesimals has been used in an investigation to find a solution to the (2+1)-dimensional Bogoyavlensky-Konopelchenko equation (BKE). This investigation was conducted to characterize certain fantastic characteristics of plasma-particle dispersion. A careful investigation into the Lie space with an unlimited number of dimensions was carried out to locate the relevant arbitrary functions. When developing accurate solutions for the BKE, it was necessary to establish an optimum system that could be employed in single, double, and triple combination forms.There were some fantastic wave solutions developed, and these were depicted visually. The Optimal Lie system demonstrates that it can obtain many accurate solutions to evolution equations.
Keywords
Evolution equations , BKE , Lie infinitesimals , Optimal Lie system
Journal title
Computational Methods for Differential Equations
Journal title
Computational Methods for Differential Equations
Record number
2777697
Link To Document