Optical spherical electromotive density with some fractional applications with Laplace transform in spherical Heisenberg space SH2

Abstract

Abstract In this paper, we construct a new theory of spherical electromotive force of spherical S s − m a g n e t i c flows with the spherical frame in spherical Heisenberg space S H 2 . Also, we obtain some optical conditions of spherical S s − m a g n e t i c Lorentz flux by using optical spherical fields in spherical Heisenberg space S H 2 . Moreover, we give some applications of spherical Heisenberg electromotive forces f E ϕ α H , f E ϕ t H , f E ϕ s H for spherical vector fields. Additionally, we compute representation of spherical curvatures of spherical S s − m a g n e t i c flows by considering Heisenberg spherical ferromagnetic spin in spherical Heisenberg space S H 2 . Finally, spherical Heisenberg electromotive forces f E ϕ α H , f E ϕ t H , f E ϕ s H are given in a static and uniform magnetic surface with the q -Homotopy analysis transform method in spherical Heisenberg space S H 2 .