Jasvinderpal Singh Virdi, "Travelling Wave-like Solutions for Some Nonlinear Equations with Cubic Nonlinearities," Equations, vol. 3, pp. 154-159, 2023, DOI:10.37394/232021.2023.3.19
Jasvinderpal Singh Virdi. Travelling Wave-like Solutions for Some Nonlinear Equations with Cubic Nonlinearities.
Equations. 2023;3:154-159. 10.37394/232021.2023.3.19
EQUATIONS
E-ISSN: 2944-9146 An Open Access International Journal of Mathematical and Computational Methods in Science and Engineering
Volume 3, 2023
Travelling Wave-like Solutions for Some Nonlinear Equations with Cubic Nonlinearities
Author:
Abstract: We exercised the series-expansion method to extract solitary wave solutions for complex nonlinear evolution
equations (NLEEs) such as the coupled Higgs equation (CHE), the (3+1)-dimensional dynamical system,
the (3+1)-dimensional nonlinear Schrodinger(NLSE) equation which have many physical importance in different
branches. Varieties of periodic and solitonic wave-like solutions are extracted. Computational work has been
done and plots and counter graphs are plotted using Wolfram Mathematica 11.
Pages: 154-159 DOI: 10.37394/232021.2023.3.19WSEAS Transactions on Equations, E-ISSN: 2944-9146, Volume 3, 2023, Art. #19
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