• Laser & Optoelectronics Progress
  • Vol. 55, Issue 4, 041902 (2018)
Bing Wen*, Yangbao Deng, and Xiquan Fu
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    DOI: 10.3788/LOP55.041902 Cite this Article Set citation alerts
    Bing Wen, Yangbao Deng, Xiquan Fu. Evolution of Shedding Soliton Generated by Two Space-Reversed Shapes of Airy Beams in Strongly Nonlocal Nonlinear Medium[J]. Laser & Optoelectronics Progress, 2018, 55(4): 041902 Copy Citation Text show less
    Spatial profiles of (a) tail-leading Airy beam and (b) tail-trailing Airy beam in the initial position with truncated coefficient a=0.1; (c) Airy beams relative energy at main lobe as a function of truncation coefficient
    Fig. 1. Spatial profiles of (a) tail-leading Airy beam and (b) tail-trailing Airy beam in the initial position with truncated coefficient a=0.1; (c) Airy beams relative energy at main lobe as a function of truncation coefficient
    Evolutions of the two spatially symmetrical Airy beams in different media with launched truncated coefficient a=0.4 and amplitude A=4. (a), (b) Kerr nonlinear medium; (c), (d) strongly nonlocal nonlinear medium, μ=0.3
    Fig. 2. Evolutions of the two spatially symmetrical Airy beams in different media with launched truncated coefficient a=0.4 and amplitude A=4. (a), (b) Kerr nonlinear medium; (c), (d) strongly nonlocal nonlinear medium, μ=0.3
    Position of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams versus different amplitudes with launched truncated coefficient a=0.5 and nonlocal parameter μ=0.4. (a) Tail-leading Airy beam; (b) tail-trailing Airy beam
    Fig. 3. Position of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams versus different amplitudes with launched truncated coefficient a=0.5 and nonlocal parameter μ=0.4. (a) Tail-leading Airy beam; (b) tail-trailing Airy beam
    Position of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams for different truncated coefficients with launched amplitude A=4 and nonlocal parameter μ=0.3. (a), (d) a=0.05; (b), (e) a=0.15; (c), (f) a=0.25
    Fig. 4. Position of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams for different truncated coefficients with launched amplitude A=4 and nonlocal parameter μ=0.3. (a), (d) a=0.05; (b), (e) a=0.15; (c), (f) a=0.25
    Intensities of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams for different truncated coefficients with nonlocal parameter μ=0.4 ,amplitude A=4 and propagation distance z=10. (a) Tail-leading Airy beam; (b) tail-trailing Airy beam
    Fig. 5. Intensities of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams for different truncated coefficients with nonlocal parameter μ=0.4 ,amplitude A=4 and propagation distance z=10. (a) Tail-leading Airy beam; (b) tail-trailing Airy beam
    Horizontal positions of the solitons shedding at the main lobe for different truncated coefficients with nonlocal parameter μ=0.4 ,amplitude A=4 and propagation distance z=10
    Fig. 6. Horizontal positions of the solitons shedding at the main lobe for different truncated coefficients with nonlocal parameter μ=0.4 ,amplitude A=4 and propagation distance z=10
    Position of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams for different nonlocal parameters with truncated coefficient a=0.15 and amplitude A=4. (a), (d) μ=0.3; (b), (e) μ=0.4; (c), (f) μ=0
    Fig. 7. Position of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams for different nonlocal parameters with truncated coefficient a=0.15 and amplitude A=4. (a), (d) μ=0.3; (b), (e) μ=0.4; (c), (f) μ=0
    Intensities of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams for different nonlocal parameters with truncated coefficient a=0.15, amplitude A=4 and propagation distance z=8. (a) Tail-leading Airy beam; (b) tail-trailing Airy beam
    Fig. 8. Intensities of the solitons shedding at the main lobe and the side lobes of two spatially symmetrical Airy beams for different nonlocal parameters with truncated coefficient a=0.15, amplitude A=4 and propagation distance z=8. (a) Tail-leading Airy beam; (b) tail-trailing Airy beam
    Horizontal positions of the solitons shedding at the main lobe for different nonlocal parameters with truncated coefficient a=0.15 ,amplitude A=4 and propagation distance z=10
    Fig. 9. Horizontal positions of the solitons shedding at the main lobe for different nonlocal parameters with truncated coefficient a=0.15 ,amplitude A=4 and propagation distance z=10
    Bing Wen, Yangbao Deng, Xiquan Fu. Evolution of Shedding Soliton Generated by Two Space-Reversed Shapes of Airy Beams in Strongly Nonlocal Nonlinear Medium[J]. Laser & Optoelectronics Progress, 2018, 55(4): 041902
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