Optical spherical [formula omitted]-electric and magnetic phase with fractional q-HATM approach

Abstract

Optically, unit sphere S2 is illustrated to be a 2-sphere in space with positive curvature. In this paper, we construct a new characterization for spherical electric and magnetic flow density of spherical Ss−magnetic flows of particles by the spherical frame in S2 spherical space. Thus, we get some new optical conditions of spherical Ss−magnetic electric and magnetic phase by using spherical magnetic fields. We determine spherical magnetic Lorentz flux for spherical vector fields. The results obtained show that q -HATM supplies an elementary algorithm to gain the approximated analytical solution. Finally, electric and magnetic phases of spherical surface are shown in uniform magnetic surfaces by using the analytical and fractional numerical results of the q-HATM algorithm.