New optical quantum conformable fractional derivative for spherical electromagnetic tube

Abstract

In this article, we propose to inspect conformable fractional derivative of the spherical spacelike magnetic curves in the 2-deSitter space. Also, we find the conformable fractional derivatives of Lorentz fields for spherical magnetic fields of the charged particles moving under the influence of a magnetic field. Then, we research the conformable derivatives of the normalization and recursion operators for these spherical vector fields. Finally, we give some characterizations of Lorentz fields of electromagnetic fields of associated with spherical conformable particles.