On the Dark and Bright Solitons to the Negative-Order Breaking Soliton Model with (2+1)-Dimensional

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ID: 271465
2019
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Abstract
This paper deal with the complex the dynamic of cnoidal waves via the negative-order breaking soliton model with (2+1)-dimensional. This model is arisen in the (2+1)-dimensional interaction of the Riemann wave propagated between y-axis and x-axis. The Improved bernoulli sub-equation function method is used in obtaining some complex and dark solutions with hyperbolic function structure. We present the interesting contour surfaces along with 2D and 3D graphics of the obtained analytical solutions in this study, plotted by using several computational programmes such as Matlap, Mathematica and so on. We finally present a comprehensive conclusion.
Reference Key
baskonus2019springeron Use this key to autocite in the manuscript while using SciMatic Manuscript Manager or Thesis Manager
Authors Haci Mehmet Baskonus;Haci Mehmet Baskonus;
Journal Springer Texts in Business and Economics
Year 2019
DOI
10.1007/978-981-13-9608-3_16
URL
https://sciprofiles.com/publication/view/8b1b43e760e35ca4498b1be13e6b3dc3
Keywords
nonlinear negative-order breaking soliton model improved bernoulli sub-equation function method complex hyperbolic solutions 02.30.jr 02.30.hq 04.20.jb 04.20.cv 52.35.bj

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