In present study, the Boussinesq equation is obtained by means of the Sardar Sub-Equation Technique (SSET) to create unique soliton solutions containing parameters.Using this technique, different solutions are obtained, such as the singular soliton, LIPS the dark-bright soliton, the bright soliton and sets the periodic soliton.The graphs of these solutions are plotted for a batter understanding of the model.
The results show that the technique is very effective in solving nonlinear partial differential equations (PDEs) arising in mathematical physics.