Describing Water Wave Propagation Using the G′G2–Expansion Method

In the present study, our focus is to obtain different analytical solutions space–time fractional Bogoyavlenskii equation in sense of Jumaries-modified Riemann–Liouville derivative and conformable time–fractional-modified nonlinear Schrödinger that describes fluctuation sea waves propagation water ocean engineering, respectively. The G′G2–expansion method applied investigate dynamics solitons relation governing models. Moreover, restriction conditions for existence are reported. addition, we note accomplished useful description wave survey also significant experimental numerical verification engineering.