Chinese Optics, Volume. 17, Issue 2, 481(2024)
Controllable inversion and focusing behaviors of Swallowtail-Gaussian beams in fractional Schrödinger equations
Fig. 1. Group delay and intensity split of one-dimensional Swallowtail-Gaussian beam without potentials for different Lévy indexes of
Fig. 2. (Color online) Intensity and spectral distributions of SG beams with a linear potential for different Lévy indexes
Fig. 3. Peak intensities and their positions of SG beams with a linear potential for different Lévy indexes
Fig. 4. Intensity evolution of the SG beams with parabolic potential for different Lévy indexes and parabolic potential coefficients. White solid lines in (j)−(l): evolution trajectories of main lobes; Red and white dotted circles: inversion and focus positions of main lobes
Fig. 5. (a) Peak intensities of SG beams for different parabolic potential coefficients during propagation; (b) peak intensity in reversal positions versus parabolic potentials
Fig. 6. The evolution dynamics of SG beams for different Gaussian potentials and Lévy indexes. (a)−(c):
Fig. 7. The evolution dynamics of SG beams in a larger Gaussian potential width of
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Hong-wei HUANG, Ke CHENG, Ceng-hao YANG, Na YAO. Controllable inversion and focusing behaviors of Swallowtail-Gaussian beams in fractional Schrödinger equations[J]. Chinese Optics, 2024, 17(2): 481
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Received: Aug. 16, 2023
Accepted: Oct. 25, 2023
Published Online: Apr. 15, 2024
The Author Email: Ke CHENG (ck@cuit.edu.cn)