2022
DOI: 10.1007/s11082-022-04405-0
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Airy-related beams generated from a higher-order cosine-hyperbolic-Gaussian beam passing through a multiple Airy transforms optical system

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Cited by 5 publications
(2 citation statements)
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“…Nowadays, the progress in laser research beams has brought with it various classes of laser beams. In this domain, our research group has contributed by introducing new laser beams and studying their transformation by optical systems (Ez-Zariy et al 2014, Hennani et al 2015, El Mechate et al 2021, Yaalou et al 2023). In addition, the complexity of most laser beams profiles compared with the Gaussian beam make the study of their propagation through the turbulent atmosphere one of the most recent challenges for the researchers.…”
Section: Introductionmentioning
confidence: 99%
“…Nowadays, the progress in laser research beams has brought with it various classes of laser beams. In this domain, our research group has contributed by introducing new laser beams and studying their transformation by optical systems (Ez-Zariy et al 2014, Hennani et al 2015, El Mechate et al 2021, Yaalou et al 2023). In addition, the complexity of most laser beams profiles compared with the Gaussian beam make the study of their propagation through the turbulent atmosphere one of the most recent challenges for the researchers.…”
Section: Introductionmentioning
confidence: 99%
“…The ATOS setup consists of a juxtaposition of two Fourier transform systems separated by a spatial light modulator (SLM) with a cubic phase modulation (Jiang et al 2012a, b). The ATOS has been used to generate the Airy transformation of various of light beams, e.g., the array Gaussian beam (Ez-zariy et al 2016), cosh-Gaussian beam (Ez-zariy et al 2018), double-half inverse Gaussian beam (Yaalou et al 2019a), controllable dark hollow Gaussian beam (Yaalou et al 2019b), cosh-Airy beam (Yaalou et al 2019c), four-petal Gaussian beam (Yaalou et al 2020a), Hermite-cosh-Gaussian beam (Yaalou et al 2020b), Laguerre-Gaussian beam (Zhou et al 2020a), higher-order cosh-Gaussian beam (Yaalou et al 2020c(Yaalou et al , 2023, Lorentz-Gauss beam (Li et al 2020), Hermite-Gaussian and elegant Hermite-Gaussian beams (Zhou et 2020Xu et al 2021;Chu et al 2021). The cited papers have shown that the performance of the generated Airy beams is closely related to the input beam parameters and the control factors of a SLM.…”
Section: Introductionmentioning
confidence: 99%