On the Solution of Cubic KdV Boussinesq Equation Using Two Reliable
Techniques for Propagation of Shallow Water Waves
AbstractIn this article, generalized Kudryashov technique has been implemented
to construct new soliton solutions of cubic KdV Boussinesq equation.
Also, the OHAM has been employed to compute the numerical solution. The
solutions thus acquired by the above methods are illustrated
graphically. The techniques considered here are efficacious, plausible
and can be employed in mathematical physics to compute new exact and
numerical solutions of NPDEs.