Non-paraxial transformation of finite Airy Gaussian beam array in isotropic space

Based on vector Rayleigh-Sommerfeld diffraction integration, we investigate the non-paraxial transmission behavior of the finite Airy Gaussian beam array (FAGBA) in isotropic space. The intensity distribution of the x- component and longitudinal component of the FAGBA at different cross section of t...

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Main Authors: Long Jin, Yang Xiang
Format: Article
Language:English
Published: Elsevier 2022-08-01
Series:Results in Physics
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S2211379722004557
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author Long Jin
Yang Xiang
author_facet Long Jin
Yang Xiang
author_sort Long Jin
collection DOAJ
description Based on vector Rayleigh-Sommerfeld diffraction integration, we investigate the non-paraxial transmission behavior of the finite Airy Gaussian beam array (FAGBA) in isotropic space. The intensity distribution of the x- component and longitudinal component of the FAGBA at different cross section of the free space are described numerically, respectively. The influences of truncation factor, distribution parameter, wavelength, beam waist radius and refractive index on the FAGBA evolution at several observation planes as well as its side transmission view in isotropic space are also discussed. Through the obtained analytical formulae and conclusions, the beam array transmission locus can be controlled more precisely in non-paraxial situation by altering these parameters to meet the practical usage, especially in area of optical trapping and optical tweezers.
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spelling doaj.art-1dd7714542574a33ace5c254d4ff85d52022-12-22T00:42:44ZengElsevierResults in Physics2211-37972022-08-0139105791Non-paraxial transformation of finite Airy Gaussian beam array in isotropic spaceLong Jin0Yang Xiang1Department of Mathematics, Physics and Optoelectronic Engineering, Hubei University of Automotive Technology, Shiyan 442002, China; Corresponding author.Department of Information Engineering, Xizang Minzu University, Xianyang 712042, ChinaBased on vector Rayleigh-Sommerfeld diffraction integration, we investigate the non-paraxial transmission behavior of the finite Airy Gaussian beam array (FAGBA) in isotropic space. The intensity distribution of the x- component and longitudinal component of the FAGBA at different cross section of the free space are described numerically, respectively. The influences of truncation factor, distribution parameter, wavelength, beam waist radius and refractive index on the FAGBA evolution at several observation planes as well as its side transmission view in isotropic space are also discussed. Through the obtained analytical formulae and conclusions, the beam array transmission locus can be controlled more precisely in non-paraxial situation by altering these parameters to meet the practical usage, especially in area of optical trapping and optical tweezers.http://www.sciencedirect.com/science/article/pii/S2211379722004557Laser opticsFinite Airy Gaussian beam arrayNon-paraxial transmissionIsotropic space
spellingShingle Long Jin
Yang Xiang
Non-paraxial transformation of finite Airy Gaussian beam array in isotropic space
Results in Physics
Laser optics
Finite Airy Gaussian beam array
Non-paraxial transmission
Isotropic space
title Non-paraxial transformation of finite Airy Gaussian beam array in isotropic space
title_full Non-paraxial transformation of finite Airy Gaussian beam array in isotropic space
title_fullStr Non-paraxial transformation of finite Airy Gaussian beam array in isotropic space
title_full_unstemmed Non-paraxial transformation of finite Airy Gaussian beam array in isotropic space
title_short Non-paraxial transformation of finite Airy Gaussian beam array in isotropic space
title_sort non paraxial transformation of finite airy gaussian beam array in isotropic space
topic Laser optics
Finite Airy Gaussian beam array
Non-paraxial transmission
Isotropic space
url http://www.sciencedirect.com/science/article/pii/S2211379722004557
work_keys_str_mv AT longjin nonparaxialtransformationoffiniteairygaussianbeamarrayinisotropicspace
AT yangxiang nonparaxialtransformationoffiniteairygaussianbeamarrayinisotropicspace