Electromagnetic curves and Rytov's law in the optical fiber with Maxwellian evolution via alternative moving frame

Abstract

In this study, we research the behavior of a linearly-polarized light wave in an optical fiber and the rotation of the polarization plane through the alternative moving frame {N, C, W} in Minkowski 3d-space. Then Berry's phase equations are discussed for electromagnetic curves in the {C} and {W} directions along an optic fiber via alternative moving frame in Minkowski 3d-space. Moreover, electromagnetic curve's {C} and {W} Rytov parallel transportation laws are defined. Finally, we examine the electromagnetic curve's Maxwellian evolution by Maxwell's equation.