• Chinese Optics Letters
  • Vol. 20, Issue 2, 022602 (2022)
Jia Xu, Zhenglin Liu, Keming Pan, and Daomu Zhao*
Author Affiliations
  • Zhejiang Provincial Key Laboratory of Quantum Technology and Device, Department of Physics, Zhejiang University, Hangzhou 310027, China
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    DOI: 10.3788/COL202220.022602 Cite this Article Set citation alerts
    Jia Xu, Zhenglin Liu, Keming Pan, Daomu Zhao. Asymmetric rotating array beams with free movement and revolution[J]. Chinese Optics Letters, 2022, 20(2): 022602 Copy Citation Text show less
    Propagation dynamics of the beams with (a) spectral density and (b) DOC. Calculated parameters are set as follows: µ = 15 mm−2; ηx = ηy = 60; Nx = Ny = 2; σx = δx = 1 mm; σy = δy = 0.3 mm; α = π/8; θ = 2π/3. Rotation angles versus propagation distance z with u = 3, 15, 30, and 60 mm−2 for (c) spectral density and (d) DOC.
    Fig. 1. Propagation dynamics of the beams with (a) spectral density and (b) DOC. Calculated parameters are set as follows: µ = 15 mm−2; ηx = ηy = 60; Nx = Ny = 2; σx = δx = 1 mm; σy = δy = 0.3 mm; α = π/8; θ = 2π/3. Rotation angles versus propagation distance z with u = 3, 15, 30, and 60 mm−2 for (c) spectral density and (d) DOC.
    Free movement of spectral densities with different values of ηs. Calculated parameters are set as follows: µ = 15 mm−2; z = 190 mm; Nx = 4; Ny = 3; σx = δx = 1 mm; σy = δy = 0.3 mm; α = 0; θ = 2π/3.
    Fig. 2. Free movement of spectral densities with different values of ηs. Calculated parameters are set as follows: µ = 15 mm−2; z = 190 mm; Nx = 4; Ny = 3; σx = δx = 1 mm; σy = δy = 0.3 mm; α = 0; θ = 2π/3.
    (a) Revolution angles of the array beam with different values of α. Calculated parameters are set as follows: µ = 15 mm−2; z = 190 mm; ηx = ηy = 60; Nx = Ny = 3; σx = δx = 1 mm; σy = δy = 0.3 mm; θ = 2π/3. (b) Rotation angles of the lobes during transmission with θ = 0, π/8, π/4, π/3, and 2π/3. (c) The relationship between the rotation angles of the lobes and θ at z = f.
    Fig. 3. (a) Revolution angles of the array beam with different values of α. Calculated parameters are set as follows: µ = 15 mm−2; z = 190 mm; ηx = ηy = 60; Nx = Ny = 3; σx = δx = 1 mm; σy = δy = 0.3 mm; θ = 2π/3. (b) Rotation angles of the lobes during transmission with θ = 0, π/8, π/4, π/3, and 2π/3. (c) The relationship between the rotation angles of the lobes and θ at z = f.
    Experimental setup for generating an ARGSMA beam. LP, linear polarizer; PBS, polarizing beam splitter; BE, beam expander; SLM, spatial light modulator; L, lens; RGGD, rotating ground-glass disk; GAF, Gaussian amplitude filter; CCD, charge-coupled device; PC, personal computer.
    Fig. 4. Experimental setup for generating an ARGSMA beam. LP, linear polarizer; PBS, polarizing beam splitter; BE, beam expander; SLM, spatial light modulator; L, lens; RGGD, rotating ground-glass disk; GAF, Gaussian amplitude filter; CCD, charge-coupled device; PC, personal computer.
    (a1) Spectral density and (a2) DOC of the ARGSMA beam during transmission from the experiment and the parameters as in Fig. 1. (b1)–(b4) Experimental results of free movement with |ηs| increasing and the parameters as in Fig. 2.
    Fig. 5. (a1) Spectral density and (a2) DOC of the ARGSMA beam during transmission from the experiment and the parameters as in Fig. 1. (b1)–(b4) Experimental results of free movement with |ηs| increasing and the parameters as in Fig. 2.
    Jia Xu, Zhenglin Liu, Keming Pan, Daomu Zhao. Asymmetric rotating array beams with free movement and revolution[J]. Chinese Optics Letters, 2022, 20(2): 022602
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