Optical conformable recursional and normalized electromagnetic fields

Abstract

In this paper, we construct magnetic conformable curves according to Bishop frame. Then, we present conformable derivatives of magnetic Lorentz fields of their magnetic curves according to Bishop frame. Moreover, we calculate the conformable derivatives of the normalization and recursion operators for these Lorentz vector fields. Furthermore, we give some characterizations of Lorentz fields of electromagnetic fields related to magnetic trajectory. Finally, we obtain the Fermi-Walker conformable derivatives of the normalization and recursional operators for these electromagnetic fields associated with Bishop frame.