Optical spherical electroosmotic phase and optical energy for spherical a-magnetic fibers

In this paper, we introduce a different concept of optical spherical a-magnetic fibers with some optical conditions in spherical Heisenberg space. Besides, we give some relationships between optical spherical optimistic density and spherical optical energy for Lorentz forces. By using these optical spherical optimistic density, we give some methods to obtain optical spherical electroosmotic phi(a), phi(t), phi(s)-phase. Finally, we give some related optical electroosmotic microfluidics in spherical Heisenberg space

Optical tangent hybrid electromotives for tangent hybrid magnetic particle

In this paper, we construct new approach of tangent hybrid optical magnetic Lorentz flux by hybrid frame in 3D space. We express the tangent hybrid optical electromotives and its properties. Thus, we get new conditions for hybrid Heisenberg ferromagnetic optical induced electromotives for the flux linked with poles coils. Tangent hybrid optical magnetic flux surface is demonstrated in an uniform magnetic surface by using fractional optical and numerical results. © 2021 Elsevier Gmb

Optical normalized microscale for optical total recursion electromagnetic flux on Heisenberg space S-H(2)

In this article, we construct a new design for optical spherical Heisenberg total recursion flux with a normalized microscale in spherical Heisenberg space. Moreover, we demonstrate spherical Heisenberg normalized microscale by Heisenberg recursion operator for some magnetic fibers. Thus, we obtain optical spherical Heisenberg ferromagnetic recursion flux by using optical spherical Heisenberg ferromagnetic normalized microscale in spherical Heisenberg space

Hybrid optical electromotive with Heisenberg ferromagnetic system by fractional approach

In this paper, we define new approach of B1− hybrid optical magnetic Lorentz flux by hybrid frame in 3D space. We express the B1−hybrid optical electromotive forces fEϕT,fEϕB and fEϕB and its properties. Firstly, considering optical hybrid flux density, we obtain new conditions for B1−hybrid Heisenberg ferromagnetic optical induced electromotive fEϕTFR,fEϕBFR and fEϕBFR for the flux linked with poles coils. Moreover, we investigate relationships between optical magnetic flux surface and uniform hybrid magnetic surface by using fractional optical and numerical results. The resulting optical quantities of hybrid magnetic particle are constructed numerically, discussed, and graphically offered for a new fractional equation of an optical hybrid flux density. © 2021 Elsevier Gmb

A new approach for fractional spherical magnetic flux flows with some fractional solutions

In this paper, we construct a new approach of spherical magnetic Lorentz flux of spherical St−magnetic flows of particles by the spherical frame in S2 spherical space. Eventually, we obtain some optical conditions of spherical St−magnetic Lorentz flux by using directional spherical fields. Moreover, we determine spherical magnetic Lorentz flux for spherical vector fields. Also, we give new construction for spherical curvatures of spherical St−magnetic flows by considering Heisenberg spherical ferromagnetic spin. Finally, the magnetic flux surface is demonstrated in a static and uniform magnetic surface by using the analytical and numerical results. © 2021 Elsevier Gmb

New optical hybrid electric and magnetic B-2-phase with Landau Lifshitz approach

In this manuscript, we obtain different characterization for hybrid electromagnetic flow B-2-density of B-2-hybrid phase by new frame in ordinary space. Thus, we define new optical conditions of B-2-electromagnetic B-2-phase with optical fields. We obtain electromagnetic Lorentz B-2-flux for optical fields with Landau Lifshitz method. Finally, electromagnetic B-2-phase of B-2-surface are demonstrated in optical magnetic B-2-surfaces by optical geometric results for hybrid Landau Lifshitz method

Optical fractional spherical magnetic flux flows with Heisenberg spherical Landau Lifshitz model

In this paper, we first offer the approach of spherical magnetic Lorentz flux of spherical -magnetic particle flows by the spherical frame in spherical Heisenberg space . Eventually, we obtain some optical conditions of spherical -magnetic Lorentz flux by using directional spherical fields. Moreover, we determine spherical magnetic Lorentz flux for spherical vector fields. Also, we give new construction for spherical curvatures of spherical -magnetic particle flows by considering Heisenberg spherical Landau Lifshitz model. Finally, magnetic flux surface is demonstrated in a static and uniform magnetic surface by using the analytical and numerical results with Heisenberg spherical Landau Lifshitz model

Optical electromagnetic flux fibers with optical antiferromagnetic model

In this study, we give some geometric concepts of spherical electromagnetic St-flow of optical fibers. Firstly, we present some conditions for optical spherical electromagnetic flux by using antiferromagnetic model in cold plasma. Also, we construct important results for electrical flow antiferromagnetic microscale for magnetic fields with electroosmotic velocity in cold plasma. Finally, we give the characterization of electromagnetic St-phases of spherical St-fluids for homogeneous magnetic St-fluid fibers by optical results with antiferromagnetic method in cold plasma

New approach for optical S?? spherical electromagnetic phase by Landau Lifshitz approach

In the present article, we give an analysis for spherical electromagnetic flow S??phase of spherical S??flows via spherical optical frame and Heisenberg Landau Lifshitz approach. Also, we define new optical conditions of spherical electromagnetic S??phase via spherical fields. Besides, we generate spherical electromagnetic flux flow S??surfaces by some optical conditions. Finally, electromagnetic S??phases of spherical S??surface are demonstrated by the rotational velocity of the stator field. © 2021 Elsevier Gmb

Timelike spherical magnetic SN flux flows with Heisenberg spherical ferromagnetic spin with some solutions

In this paper, we first offer the approach of spherical magnetic Lorentz flux of spherical timelikeSN?magneticparticle by the spherical frame in S12 spherical space. Eventually, we obtain some optical conditions of spherical t-magnetic Lorentz flux by using directional spherical fields. Moreover, we determine spherical magnetic Lorentz flux for spherical vector fields. Also, we give new construction for spherical curvatures of spherical timelikeSN?magneticparticle flows by considering Heisenberg spherical ferromagnetic spin. Finally, magnetic flux surface is demonstrated in a static and uniform magnetic surface by using the analytical and numerical results. © 2021 Elsevier Gmb