Numerical Solution of MEW Equation with Splitting Technique

Melike Karta

In this study  MEW equation of form is splitted into two sub-equations such that one is linear and the other nonlinear by following form Sub-equations with initial and boundary conditions are numericallay solved with finite difference method by help  linearization technique  using strang siplitting techniques. MEW equation are calculated error norms and invariants. Calculated values are compared with those available in the literature.

https://dx.doi.org/10.31873/IJEAS.6.1.17