ON THE EXACT SOLUTIONS TO CONFORMABLE EQUAL WIDTH WAVE EQUATION BY IMPROVED BERNOULLI SUB-EQUATION FUNCTION METHOD

In this paper, we consider conformable equal width wave (EW) equation in order to construct its exact solutions. This plays an important role physics and gives interesting model define change waves with weak nonlinearity. The aim of paper is present new solutions EW equation. For purpose, use effective method called Improved Bernoulli Sub-Equation Function Method (IBSEFM). Based on the values solutions, 2D 3D graphs contour surfaces are plotted aid mathematics software. obtained results confirm that IBSEFM a powerful mathematical tool solve nonlinear partial equations arising physics.