%0 Journal Article 
%A Raza, Nauman
%A Gandarias Núñez, María Luz
%A Basendwah, Ghada Ali
%T Symmetry reductions and conservation laws of a modified-mixed KdV equation: exploring new interaction solutions
%D 2024
%@ 2473-6988
%U http://hdl.handle.net/10498/32929
%X This article represented the investigation of the modified mixed Korteweg-de Vries equation
using di erent versatile approaches. First, the Lie point symmetry approach was used to determine all
possible symmetry generators. With the help of these generators, we reduced the dimension of the
proposed equation which leads to the ordinary di erential equation. Second, we employed the unified
Riccati equation expansion technique to construct the abundance of soliton dynamics. A group of kink
solitons and other solitons related to hyperbolic functions were among these solutions. To give the
physical meaning of these theoretical results, we plotted these solutions in 3D, contour, and 2D graphs
using suitable physical parameters. The comprehend outcomes were reported, which can be useful and
beneficial in the future investigation of the studied equation. The results showed that applied techniques
are very useful to study the other nonlinear physical problems in nonlinear sciences.
%K symmetry reductions
%K invariant solution
%K unified Riccati equation expansion method
%K exact solution
%K modified mixed KdV equation
%~ Universidad de Cádiz