Novel and accurate solitary wave solutions of the conformable fractional nonlinear Schrödinger equation

In this paper, the Khater II analytical technique is used to examine novel soliton structures for fractional nonlinear third-order Schrödinger (3-FNLS) problem. The 3-FNLS equation explains dynamical behavior of a system’s quantum aspects and ultra-short optical fiber pulses. Additionally, it determines wave function mechanical system in which atomic particles behave similarly waves. For example, electrons, like light waves, exhibit diffraction patterns when passing through double slit. As result, was fair suppose that could adequately describe particle behavior. correctness solutions determined by comparing answers obtained with numerical determining absolute error. trigonometric Quintic B-spline (TQBS) based on computed required criteria. Analytical are represented variety graphs. strength efficacy approaches evaluated.