Recognizing OAM Modes of Electromagnetic Laguerre‐Gaussian Schell‐Model Vortex Beams in Atmospheric Turbulence from Polarization

Author:

Wang Jiao1ORCID,Tie Xuyan1,Tan Zhenkun2,Wang Xianghui1,Lei Sichen3,Wu Pengfei3

Affiliation:

1. School of Electronic Information and Artificial Intelligence Shaanxi University of Science and Technology Xi'an 710021 China

2. Faculty of Optoelectronic Engineering Xi'an Technological University Xi'an Shaanxi 710021 China

3. Faculty of Automation & Information Engineering Xi'an University of Technology Xi'an 710048 China

Abstract

AbstractA key element of orbital angular momentum (OAM) multiplexing technology that still requires innovation is the accurate identification of the OAM mode at the receiving end. Herein, based on the electromagnetic Laguerre‐Gaussian Schell‐model vortex (ELGSMV) beam (2020 J. Opt. 22 91), analytical expressions for four properties are obtained: average intensity, degree of polarization (DoP), orientation angle of polarization (OAoP), and ellipticity. The OAoP and ellipticity distributions of ELGSMV beams in relation to the topological charge l and order p are investigated. This is innovatively demonstrate that the OAoP and ellipticity distributions of the ELGSMV beam are the petal‐like shape, with the number of petals being twice as large as the corresponding topological charge. And, the positive or negative value of the topological charge affects the direction in which the petal rotates. In addition, the ELGSMV beam has a higher resistance to atmospheric turbulence than the general partially coherent vortex beam from the perspective of the DoP properties. These novel results may not only propose an effective method for recognizing the OAM mode of a partially coherent vortex beam, but also provide a theoretical basis for the selection of high‐quality beams in applications like quantum information and wireless optical communication.

Funder

National Natural Science Foundation of China

Publisher

Wiley

Subject

Electrical and Electronic Engineering,Computational Theory and Mathematics,Condensed Matter Physics,Mathematical Physics,Nuclear and High Energy Physics,Electronic, Optical and Magnetic Materials,Statistical and Nonlinear Physics

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