Extracting wave solutions of coupled system of dual-mode variant boussinesq equation via two analytical methods
Researchers have utilized the extended hyperbolic function method and the G'/G^2-expansion method to find new analytical solutions for the dual-mode variant Boussinesq equation. These mathematical models are essential for understanding nonlinear wave propagation in fields like fluid dynamics and plasma physics.
Why it matters
Advancements in mathematical modeling of wave phenomena improve our ability to predict complex physical interactions in engineering and applied sciences.
Scientific Reports ( 2026 ) Cite this article
We are providing an unedited version of this manuscript to give early access to its findings. Before final publication, the manuscript will undergo further editing. Please note there may be errors present which affect the content, and all legal disclaimers apply.
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