[1] [1] Bozinovic N, Yue Y, Ren Y, et al. Terabit-scale orbital angular momentum mode division multiplexing in fibers［J］. Science,2013,340(6140):1545-1548.

[2] [2] Yan Y, Xie G, Lavery M P J, et al. High-capacity millimetre-wave communications with orbital angular momentum multiplexing［J］. Nature Communications,2014,5(1):1-9.

[3] [3] Milione G, Nguyen T A, Leach J, et al. Using the non-separability of vector beams to encode information for optical communication［J］. Optics Letters,2015,40(21):4887-4890.

[4] [4] Chapin S C, Germain V, Dufresne E R. Automated trapping, assembly, and sorting with holographic optical tweezers［J］. Optics Express,2006,14(26):13095-13100.

[5] [5] Grier D G. A revolution in optical manipulation［J］. Nature,2003,424(6950):810-816.

[6] [6] Woerdemann M, Alpmann C, Denz C. Optical assembly of microparticles into highly ordered structures using Ince-Gaussian beams［J］. Applied Physics Letters,2011,98(11):111101.

[7] [7] Zhang Y, Shen J, Min C, et al. Nonlinearity-induced multiplexed optical trapping and manipulation with femtosecond vector beams［J］.Nano Letters,2018,18(9):5538-5543.

[8] [8] Fang X, Ren H, Gu M. Orbital angular momentum holography for high-security encryption［J］. Nature Photonics,2020,14(2):102-108.

[9] [9] Zhou H, Sain B, Wang Y, et al. Polarization-encrypted orbital angular momentum multiplexed metasurface holography［J］. ACS Nano,2020,14(5):5553-5559.

[10] [10] Xiao Q, Ma Q, Yan T, et al. Orbital-angular-momentum-encrypted holography based on coding information metasurface［J］. Advanced Optical Materials,2021,9(11):2002155.

[11] [11] Zhai Y, Fu S, Yin C, et al. Detection of angular acceleration based on optical rotational Doppler effect［J］. Optics Express,2019,27(11):15518-15527.

[12] [12] Zhou H, Fu D, Dong J, et al. Orbital angular momentum complex spectrum analyzer for vortex light based on the rotational Doppler effect［J］. Light:Science & Applications,2017,6(4):e16251-e16251.

[13] [13] Fickler R, Lapkiewicz R, Plick W N, et al. Quantum entanglement of high angular momenta［J］. Science,2012,338(6107):640-643.

[14] [14] Fujiwara M, Takeoka M, Mizuno J, et al. Exceeding the classical capacity limit in a quantum optical channel［J］. Physical Review Letters,2003,90(16):167906.

[15] [15] Ding D, Zhang W, Zhou Z, et al. Quantum storage of orbital angular momentum entanglement in an atomic ensemble［J］. Physical Review Letters,2015,114(5):050502.

[16] [16] Wen Y, Chremmos I, Chen Y, et al.Compact and high-performance mode sorter enabling a multi-dimensional multiplexed 50km vortex fiber communication system［J］.Optica,2020,7(3):254-262.

[17] [17] Leach J, Padget M J, Barnett S M, et al. Measuring the orbital angular momentum of a single photon［J］.Physical Review Letters,2002,88(25):257901.

[18] [18] Berkhout G C G, Lavery M P J, Courtial J, et al. Efficient sorting of orbital angular momentum states of light［J］. Physical Review Letters,2010,105(15):153601.

[19] [19] Wen Y, Chremmos I, Chen Y, et al. Spiral transformation for high-resolution and efficient sorting of optical vortex modes［J］. Physical Review Letters,2018,120(19):193904.

[20] [20] Hossack W J, Darling A M, Dahdouh A. Coordinate transformations with multiple computer-generated optical elements［J］. Journal of Modern Optics,1987,34(9):1235-1250.