Even and odd Laguerre-Gaussian chaoticons in nematic liquid crystal

Zhang, Lingling; Lin, Kuo-Cheng; Guo, Yali; Zhang, Xin; Wang, Qing

doi:10.1016/j.chaos.2023.113640

Cited by 4 publications

(1 citation statement)

References 33 publications

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“…Laser beams, when introduced to a highly nonlocal medium, undergo a transformation, exhibiting a series of novel and captivating dynamic characteristics. These characteristics, ranging from beam shaping to propagation dynamics, have been meticulously studied, leading to several groundbreaking discoveries [18,19,20,21,22,23]. Nonlocal media can be equivalent to some potential wells, so the dynamic characteristics of beam propagation in highly nonlocal media can also be extended to these potential wells [24,25,26].…”

Section: Introductionmentioning

confidence: 99%

Cosine-Gaussian breathers controlled by the initial conditions in highly nonlocal media

Pan,

Xu,

Dai

2024

Preprint

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The study delves into the behavior of cos-Gaussian breathers navigating through a highly nonlocal medium, with a spotlight on their width and intensity variations under different parameter adjustments. The mathematical formulas describing the characteristics of cos-Gaussian beam have been derived. By controlling the parameters, the transverse width of cos-Gaussian beams can exhibit various variations, reflecting various mode transformations. We scrutinized how alterations in cosine parameters, offset distance, and initial energy manifest in the breather’s width and shape during propagation. Our observations underscore the significant influence of these parameters on the dynamic evolution and morphology of cos-Gaussian breathers, thereby unveiling the potential application of using parameters to control the dynamic characteristics of cos-Gaussian beam transmission.

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Section: Introductionmentioning

confidence: 99%

Cosine-Gaussian breathers controlled by the initial conditions in highly nonlocal media

Pan,

Xu,

Dai

2024

Preprint

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Cosine-Gaussian breathers controlled by the initial conditions in highly nonlocal media

Pan,

Xu,

Dai

2024

Opt Quant Electron

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The study delves into the behavior of cos-Gaussian breathers navigating through a highly nonlocal medium, with a spotlight on their width and intensity variations under different parameter adjustments. The mathematical formulas describing the characteristics of cos-Gaussian beam have been derived. By controlling the parameters, the transverse width of cos-Gaussian beams can exhibit various variations, reflecting various mode transformations. We scrutinized how alterations in cosine parameters, offset distance, and initial energy manifest in the breather's width and shape during propagation. Our observations underscore the significant influence of these parameters on the dynamic evolution and morphology of cos-Gaussian breathers, thereby unveiling the potential application of using parameters to control the dynamic characteristics of cos-Gaussian beam transmission.

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Interaction-produced vector vortex chaoticons in nonlocal nonlinear media

Li,

Zhang

2024

Chaos, Solitons & Fractals

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Even and odd Laguerre-Gaussian chaoticons in nematic liquid crystal

Cited by 4 publications

References 33 publications

Cosine-Gaussian breathers controlled by the initial conditions in highly nonlocal media

Cosine-Gaussian breathers controlled by the initial conditions in highly nonlocal media

Cosine-Gaussian breathers controlled by the initial conditions in highly nonlocal media

Interaction-produced vector vortex chaoticons in nonlocal nonlinear media

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