• Opto-Electronic Science
  • Vol. 3, Issue 1, 240001 (2024)
Zhao Zhang, Gaoyuan Li, Yonglei Liu, Haiyun Wang, Bernhard J. Hoenders, Chunhao Liang*, Yangjian Cai**, and Jun Zeng***
DOI: 10.29026/oes.2024.240001 Cite this Article
Zhao Zhang, Gaoyuan Li, Yonglei Liu, Haiyun Wang, Bernhard J. Hoenders, Chunhao Liang, Yangjian Cai, Jun Zeng. Robust measurement of orbital angular momentum of a partially coherent vortex beam under amplitude and phase perturbations[J]. Opto-Electronic Science, 2024, 3(1): 240001 Copy Citation Text show less
References

[1] GJ Gbur. Singular Optics(2017).

[2] AE Willner, H Huang, Y Yan et al. Optical communications using orbital angular momentum beams. Adv Opt Photonics, 7, 66(2015).

[3] H He, MEJ Friese, NR Heckenberg et al. Direct observation of transfer of angular momentum to absorptive particles from a laser beam with a phase singularity. Phys Rev Lett, 75, 826-829(1995).

[4] L Paterson, MP MacDonald, J Arlt et al. Controlled rotation of optically trapped microscopic particles. Science, 292, 912-914(2001).

[5] YJ Yang, YX Ren, MZ Chen et al. Optical trapping with structured light: a review. Adv Photonics, 3, 034001(2021).

[6] F Tamburini, G Anzolin, G Umbriaco et al. Overcoming the rayleigh criterion limit with optical vortices. Phys Rev Lett, 97, 163903(2006).

[7] XD Qiu, FS Li, WH Zhang et al. Spiral phase contrast imaging in nonlinear optics: seeing phase objects using invisible illumination. Optica, 5, 208-212(2018).

[8] MPJ Lavery, FC Speirits, SM Barnett et al. Detection of a spinning object using light's orbital angular momentum. Science, 341, 537-540(2013).

[9] LJ Kong, WX Zhang, P Li et al. High capacity topological coding based on nested vortex knots and links. Nat Commun, 13, 2705(2022).

[10] YH Wen, I Chremmos, YJ Chen et al. Arbitrary multiplication and division of the orbital angular momentum of light. Phys Rev Lett, 124, 213901(2020).

[11] XY Fang, HR Ren, M Gu. Orbital angular momentum holography for high-security encryption. Nat Photonics, 14, 102-108(2020).

[12] LC Andrews, RL Phillips. Laser Beam Propagation through Random Media(2005).

[13] S Popoff, G Lerosey, M Fink et al. Image transmission through an opaque material. Nat Commun, 1, 81(2010).

[14] J Zeng, XL Liu, CL Zhao et al. Spiral spectrum of a Laguerre-Gaussian beam propagating in anisotropic non-Kolmogorov turbulent atmosphere along horizontal path. Opt Express, 27, 25342-25356(2019).

[15] JC Ricklin, FM Davidson. Atmospheric turbulence effects on a partially coherent Gaussian beam: implications for free-space laser communication. J Opt Soc Am A, 19, 1794-1802(2002).

[16] F Wang, YH Chen, XL Liu et al. Self-reconstruction of partially coherent light beams scattered by opaque obstacles. Opt Express, 24, 23735-23746(2016).

[17] O Korotkova, G Gbur. Applications of optical coherence theory. Prog Opt, 65, 43-104(2020).

[18] YH Chen, SA Ponomarenko, YJ Cai. Experimental generation of optical coherence lattices. Appl Phys Lett, 109, 061107(2016).

[19] XL Liu, Y Shen, L Liu et al. Experimental demonstration of vortex phase-induced reduction in scintillation of a partially coherent beam. Opt Lett, 38, 5323-5326(2013).

[20] HT Wang, H Wang, QF Ruan et al. Coloured vortex beams with incoherent white light illumination. Nat Nanotechnol, 18, 264-272(2023).

[21] GL Yang, JH Su, Y Li et al. A study of resolution improvement in Noncoherent optical coherence imaging. Adv Math Phys, 2022, 3232323(2022).

[22] CL Zhao, YJ Cai. Trapping two types of particles using a focused partially coherent elegant Laguerre-Gaussian beam. Opt Lett, 36, 2251-2253(2011).

[23] YH Chen, F Wang, YJ Cai. Partially coherent light beam shaping via complex spatial coherence structure engineering. Adv Phys X, 7, 2009742(2022).

[24] YH Bai, HR Lv, X Fu et al. Vortex beam: generation and detection of orbital angular momentum [Invited]. Chin Opt Lett, 20, 012601(2022).

[25] XL Liu, J Zeng, YJ Cai. Review on vortex beams with low spatial coherence. Adv Phys X, 4, 1626766(2019).

[26] CL Zhao, F Wang, Y Dong et al. Effect of spatial coherence on determining the topological charge of a vortex beam. Appl Phys Lett, 101, 261104(2012).

[27] YJ Yang, M Mazilu, K Dholakia. Measuring the orbital angular momentum of partially coherent optical vortices through singularities in their cross-spectral density functions. Opt Lett, 37, 4949-4951(2012).

[28] RF Liu, FR Wang, DX Chen et al. Measuring mode indices of a partially coherent vortex beam with Hanbury brown and Twiss type experiment. Appl Phys Lett, 108, 051107(2016).

[29] XL Liu, TF Wu, L Liu et al. Experimental determination of the azimuthal and radial mode orders of a partially coherent LGpl beam. Chin Opt Lett, 3, 030002(2017).

[30] YL Liu, YH Chen, F Wang et al. Robust far-field imaging by spatial coherence engineering. Opto-Electron Adv, 4, 210027(2021).

[31] YL Liu, X Zhang, Z Dong et al. Robust far-field optical image transmission with structured random light beams. Phys Rev Appl, 17, 024043(2022).

[32] XL Liu, XF Peng, L Liu et al. Self-reconstruction of the degree of coherence of a partially coherent vortex beam obstructed by an opaque obstacle. Appl Phys Lett, 110, 181104(2017).

[33] XF Peng, L Liu, F Wang et al. Twisted Laguerre-Gaussian Schell-model beam and its orbital angular moment. Opt Express, 26, 33956-33969(2018).

[34] G Gbur, RK Tyson. Vortex beam propagation through atmospheric turbulence and topological charge conservation. J Opt Soc Am A, 25, 225-230(2008).

[35] JH Li, J Zeng, ML Duan. Classification of coherent vortices creation and distance of topological charge conservation in non-Kolmogorov atmospheric turbulence. Opt Express, 23, 11556-11565(2015).

[36] JY Yu, Y Huang, F Wang et al. Scintillation properties of a partially coherent vector beam with vortex phase in turbulent atmosphere. Opt Express, 27, 26676-26688(2019).

[37] G Liang, Q Wang. Controllable conversion between Hermite Gaussian and Laguerre Gaussian modes due to cross phase. Opt Express, 27, 10684-10691(2019).

[38] LP Wan, DM Zhao. Controllable rotating Gaussian Schell-model beams. Opt Lett, 44, 735-738(2019).

[39] Y Ren, C Wang, T Liu et al. Polygonal shaping and multi-singularity manipulation of optical vortices via high-order cross-phase. Opt Express, 28, 26257-26266(2020).

[40] L Xin, ZQ Li, YE Monfared et al. Flexible autofocusing properties of ring Pearcey beams by means of a cross phase. Opt Lett, 46, 70-73(2021).

[41] R Simon, N Mukunda. Twist phase in Gaussian-beam optics. J Opt Soc Am A, 15, 2373-2382(1998).

[42] ZH Xu, XL Liu, YH Chen et al. Self-healing properties of Hermite-Gaussian correlated Schell-model beams. Opt Express, 28, 2828-2837(2020).

[43] L Mandel, E Wolf. Optical Coherence and Quantum Optics(1995).

[44] PJ Ma, B Kacerovská, R Khosravi et al. Numerical approach for studying the evolution of the degrees of coherence of partially coherent beams propagation through an ABCD optical system. Appl Sci, 9, 2084(2019).

[45] DM Peng, ZF Huang, YL Liu et al. Optical coherence encryption with structured random light. PhotoniX, 2, 6(2021).

[46] Z Zhang, ZZ Liu, X Liu et al. Measuring the orbital angular momentum of a vortex beam under extremely low coherence. Appl Phys Lett, 122, 011101(2023).

[47] X Liu, Q Chen, J Zeng et al. Measurement of optical coherence structures of random optical fields using generalized Arago spot experiment. Opto-Electron Sci, 2, 220024(2023).

[48] F Wang, YJ Cai. Experimental observation of fractional Fourier transform for a partially coherent optical beam with Gaussian statistics. J Opt Soc Am A, 24, 1937-1944(2007).

[49] G Vallone, V D’Ambrosio, A Sponselli et al. Free-space quantum key distribution by rotation-invariant twisted photons. Phys Rev Lett, 113, 060503(2014).

Zhao Zhang, Gaoyuan Li, Yonglei Liu, Haiyun Wang, Bernhard J. Hoenders, Chunhao Liang, Yangjian Cai, Jun Zeng. Robust measurement of orbital angular momentum of a partially coherent vortex beam under amplitude and phase perturbations[J]. Opto-Electronic Science, 2024, 3(1): 240001
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