Generalized Sub-Equation Method for the (1+1)-Dimensional Resonant Nonlinear Schrodinger’s Equation

Interest in studying nonlinear models has been increasing recent years. Dynamical systems, which the state of system changes continuously over time, have interactions. The use unique differential equations is inescapable evaluation such systems. In mathematical point view, for obtaining analytical solutions equations, it must be fully integrable. Consequently, importance integrable science become indisputable. Among these one most studied by physicists and mathematicians Schrödinger equation. This equation undergone many modifications to evaluate different phenomena. this study, resonant equation, important physical terms explaining phenomena, solved analytically with generalized sub-equation method.