• Acta Optica Sinica
  • Vol. 38, Issue 6, 0629001 (2018)
Qingsong Zhao, Shiqi Hao*, Dai Zhang, and Xiongfeng Wan
Author Affiliations
  • State Key Laboratory of Pulse Power Laser Technology, National University of Defense Technology, Hefei, Anhui 230037, China
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    DOI: 10.3788/AOS201838.0629001 Cite this Article Set citation alerts
    Qingsong Zhao, Shiqi Hao, Dai Zhang, Xiongfeng Wan. Effect of Single-Particle Scattering on Orbital Angular Momentum of Laguerre-Gaussian Beams[J]. Acta Optica Sinica, 2018, 38(6): 0629001 Copy Citation Text show less
    Schematic of FDTD simulation domain
    Fig. 1. Schematic of FDTD simulation domain
    (Left) wavefront distributions and (right) spiral spectra of LG beam. (a1)(a2) l=1, in waist plane; (b1)(b2) l=3, in waist plane; (c1)(c2) l=1, in detection plane; (d1)(d2) l=3, in detection plane
    Fig. 2. (Left) wavefront distributions and (right) spiral spectra of LG beam. (a1)(a2) l=1, in waist plane; (b1)(b2) l=3, in waist plane; (c1)(c2) l=1, in detection plane; (d1)(d2) l=3, in detection plane
    (Left) wavefront distributions and (right) spiral spectra of LG beam in detection plane after scattering. (a1)(a2) l=1, particle center at (13Δs,0,64Δs), rd=20Δs; (b1)(b2) l=1, particle center at (13Δs,0,64Δs), rd=25Δs; (c1)(c2) l=3, particle center at (13Δs,0,64Δs), rd=20Δs; (d1)(d2) l=3, particle center at (25Δs,0,64Δs), rd=20Δs
    Fig. 3. (Left) wavefront distributions and (right) spiral spectra of LG beam in detection plane after scattering. (a1)(a2) l=1, particle center at (13Δs,0,64Δs), rd=20Δs; (b1)(b2) l=1, particle center at (13Δs,0,64Δs), rd=25Δs; (c1)(c2) l=3, particle center at (13Δs,0,64Δs), rd=20Δs; (d1)(d2) l=3, particle center at (25Δs,0,64Δs), rd=20Δs
    Pl of LG beam versus particle radius at different positions. (a) x=25Δs; (b) x=13Δs
    Fig. 4. Pl of LG beam versus particle radius at different positions. (a) x=25Δs; (b) x=13Δs
    Schematic of relative positions between incident beam and scattering particles. (a) Particle moving along x-axis; (b) particle moving along z-axis
    Fig. 5. Schematic of relative positions between incident beam and scattering particles. (a) Particle moving along x-axis; (b) particle moving along z-axis
    Pl of LG beams with different topological charges versus particle off-axis distance. (a) l=1; (b) l=2; (c) l=3; (d) l=4
    Fig. 6. Pl of LG beams with different topological charges versus particle off-axis distance. (a) l=1; (b) l=2; (c) l=3; (d) l=4
    Pl for of LG beams with different topological charges versus plane distance between particle and waist plane. (a) l=1; (b) l=2; (c) l=3; (d) l=4
    Fig. 7. Pl for of LG beams with different topological charges versus plane distance between particle and waist plane. (a) l=1; (b) l=2; (c) l=3; (d) l=4
    Schematic of scattering of ellipsoid particles. (a) Change of radii; (b) change of orientation
    Fig. 8. Schematic of scattering of ellipsoid particles. (a) Change of radii; (b) change of orientation
    Pl of LG beams with different topological charges versus ellipsoid-particle-radii ratio. (a) rb/ra; (b) rc/ra
    Fig. 9. Pl of LG beams with different topological charges versus ellipsoid-particle-radii ratio. (a) rb/ra; (b) rc/ra
    Pl of LG beams with different topological charges versus orientation angle of ellipsoidal particles
    Fig. 10. Pl of LG beams with different topological charges versus orientation angle of ellipsoidal particles
    Qingsong Zhao, Shiqi Hao, Dai Zhang, Xiongfeng Wan. Effect of Single-Particle Scattering on Orbital Angular Momentum of Laguerre-Gaussian Beams[J]. Acta Optica Sinica, 2018, 38(6): 0629001
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