In this present paper, the effect of fractional analysis on magnetic curves is researched. A
magnetic field is defined by the property that its divergence is zero in three dimensional …

This study investigates the behavior of a linearly polarized light wave in optical fiber and the
rotation of the polarization plane through an alternative moving frame\(\{{\mathbf …

In the present paper, we investigate the geometric properties of the linearly polarized light
wave (LPLW) and the homothetic motion of the polarization plane traveling in optical fiber in …

In this study, we aim to investigate the differential geometric aspect of the motion of the
charged particle, when it is exposed to particular force fields on the unit sphere S 2, by …

In this work, the magnetic reconnection model near null points in 3D space will be
investigated using fractional calculations in the 3D magnetohydrodynamic framework. For …

This paper aims to investigate the hyperbolically the motion of the polarization plane
traveling along the linearly polarized light wave in the optical fiber via the hyperbolic split …

In this paper, firstly we define the notions of T-magnetic, N-magnetic and B-magnetic pseudo
null curves in Minkowski 3-space, obtain the magnetic vector field V when the pseudo null …

We consider slant normal magnetic curves in (2 n+ 1)-dimensional S-manifolds. We prove
that γ is a slant normal magnetic curve in an S-manifold if and only if it belongs to a list of …

In this paper, we aim a kinematic method to investigate the behavior of polarized light in an
optical fiber. Geometric phase equations are obtained using elliptic quaternions. The …

In this paper, we analyze the homothetic motion of the polarization plane traveling along the
linearly polarized light wave ((LPL)-wave) in the optical fiber on the condition that the angle …