Author Affiliations
School of Physics and Optoelectronic Engineering, Xidian University, Xi’an, Shaanxi 710071, Chinashow less
Fig. 1. Radial distribution of beam array
Fig. 2. Numerical simulation of beam propagtion
Fig. 3. Light field distributions of radial vortex beam array at different propagation distances in free space. (a) z=0 m, intensity; (b) z=0 m, phase; (c) z=500 m, intensity; (d) z=500 m, phase
Fig. 4. Light field distributions of radial vortex beam array at different propagation distances in free space. (a) z=1000 m, intensity; (b) z=2000 m, intensity; (c) z=5000 m, intensity; (d) z=1000 m, phase; (e) z=2000 m, phase; (f) z=5000 m, phase
Fig. 5. Light field distributions of radial vortex beam array at different propagation distances in turbulence (Cn2=1×10-14 m-2/3). (a)-(c) Instantaneous; (d)-(f) long exposure
Fig. 6. Relative beam width versus transmission distance under different waist widths. (a) Single vortex beam; (b) vortex beam array
Fig. 7. Relative beam width versus transmission distance under different topological charges. (a) Single vortex beam; (b) vortex beam array
Fig. 8. Relative beam width versus transmission distance under different turbulence intensities. (a) Single vortex beam; (b) vortex beam array
Fig. 9. Relative beam width versus transmission distance under different turbulence outer scales. (a) Single vortex beam; (b) vortex beam array
Fig. 10. Relative beam width versus transmission distance under different turbulence inner scales. (a) Single vortex beam; (b) vortex beam array
Parameter | Value | Parameter | Value |
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Wavelength λ /μm | 1.55 | Beam waist /mm | 10-30 | Number of radial beams N0 | 6 | Distance between sub-beam and center r0 | 6×w0 | Topological charge l | 1-3 | Number of samples | 512×512 | Grid size of phase screen /mm | 2 | Turbulence intensity /m-2/3 | 1×10-16-1×10-13 | Inner scale /mm | 3-10 | Outer scale /m | 1-10 |
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Table 1. Parameters for numerical simulation