  In this article, we present a comprehensive analytical study to obtain the
exact traveling wave solutions to a new formed model of the (2+1)-dimensional
BKP equation. We construct exact solutions of the considered model using a
recently developed expansion technique. This current proposed technique has
been successfully implemented to obtain a few exact solutions of a new formed
(2+1)-dimensional BKP equation. In order to understand the physical
interpretation of solutions effectively, the 2D and 3D graphs are plotted for
each type of the solutions obtained for different particular values of the
parameters. Furthermore, it is found that the obtained solutions are periodic
and solitary wave solutions. We anticipate that the proposed method is reliable
and can be applied for obtaining wave solutions of the other nonlinear
evolution equations (NLEEs).
