Binormal schrodinger system of wave propagation field of light radiate in the normal direction with q-HATM approach

Abstract In this manuscript, we study applications of flows of wave propagation in normal orientation of curved direction, which is concluded to be path of generated light radiate. Also, Coriolis phase is very productively used to illustrate the communication between geometric magnetic phase and parallel transport assumption of wave propagation field of evolving light radiate in normal orientation of curved direction. Thus, we present a consolidated geometric magnetic interpretation of binormal evolution of wave propagation field in the normal orientation of curved direction by the nonlinear fractional Schrodinger system with repulsive type. Additionally, we conclude obtain new numerical fractional solutions for nonlinear fractional Schrodinger system by using the q -HATM algorithm.