1. Dynamics of quasi-soliton of circular Pearcey Gaussian vortex beams in strongly nonlocal nonlinear media.
- Author
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Chen, Chidao, Su, Lianzheng, Huang, Zhonghao, Wang, Xixin, Wu, Jianwen, Li, Shuyu, and Zhang, Liping
- Subjects
- *
GAUSSIAN beams , *OPTICAL solitons , *LIGHT propagation , *POSSIBILITY - Abstract
The evolution of circular Pearcey Gaussian vortex beams (CPGVBs) in strongly nonlocal nonlinear media is investigated numerically. The breathers-like balance states of CPGVBs are obtained directly by adjusting the light field structure parameters of CPGVBs and the nonlinear factor. In particular, as the nonlinear factor increases, the number of CPGVBs foci increases and the distance between the foci decreases. As intensity of beam is increased the nonlinearity becomes stronger and this leads to increase of foci number with corresponding decrease of distance between foci. Adjustment of the nonlinearity and diffraction leads to formation of the spatial optical quasi-soliton states. We also investigate the stability of quasi-solitons in the presence of disturbances. In this propagation regime the light field parameters have a significant impact on the configuration of quasi-solitons. • We can change the shape of the focus and the distribution of the beam during transmission by adjusting the structural parameters of the circular Pearcey Gaussian vortex beams (CPGVBs). • CPGVB has rich controllability and excellent transmission results under strong nonlocal nonlinear conditions, bringing more possibilities for particle manipulation and capture, as well as the implementation of spatial optical solitons in CPGVB. • We have conducted a study on the stability of quasi-optical solitons generated by Pierce beams, taking into account actual disturbance scenarios. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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