Polarization of propagated light with optical solitons along the fiber in de-sitter space S-1(2)

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Elsevier Gmbh

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info:eu-repo/semantics/closedAccess

Özet

In this article, we present transformation equations for electromagnetic fields of polarized light ray traveling by magnetic optical fiber on De Sitter space S21. Some applications have been supervised by applying the new spherical frame of some Lorentzian spherical systems that are illustrated simultaneously with coiled magnetic optical fiber in De Sitter space S21. Also, we introduce perturbed new solitons for some nonlinear Schroddinger's transformation equations that manages propagation of solitons by electromagnetic fields (M, E). Finally, we present some analytical reproductions to complement the analytical conclusions.

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Geometric phase, Moving particles, Optical fiber, Traveling wave hypothesis, Transformation equations

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Optik

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226

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Onay

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