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PCELG光束通过光阑传输后偏振度的研究

汪冰 费津程 崔执凤 王家驷 屈军

引用本文:
Citation:

PCELG光束通过光阑传输后偏振度的研究

    作者简介: 汪冰(1990- ),女,硕士研究生,主要从事激光大气传输与光束质量的研究。.
    通讯作者: 屈军, qujun70@mail.ahnu.edu.cn
  • 基金项目:

    安徽省自然科学基金资助项目(11040606M154)

  • 中图分类号:

    O436

Research of degree of polarization of PCELG beam propagating through a circular aperture

    Corresponding author: QU Jun, qujun70@mail.ahnu.edu.cn
  • CLC number:

    O436

  • 摘要: 为了研究部分相干复宗量拉盖尔-高斯(PCELG)光束通过环形光阑后在湍流大气中传输时的偏振特性,基于拓展的惠更斯-菲涅耳原理,经理论推导,得出PCELG光束偏振度的解析表达式,并进行了相应的数值计算。结果表明,光阑的衍射效应将会造成PCELG光束偏振度振荡加剧的现象;当PCELG光束在湍流大气或自由空间中传输时,近轴处横向的偏振度有着剧烈的振荡,而在较远点处,其偏振度都是趋于1,且随着传输距离的增加,横向的偏振度趋于1时所对应的离轴距离也增大;当PCELG光束通过光阑后在自由空间中传输时,经过足够长的距离,偏振度将趋近于不同于初始偏振度的值,而在湍流大气中传输时,偏振度将趋近于初始偏振度。该结果对光束在大气中的传输及其应用具有实际意义。
  • [1]

    ZHU Zh W,XU J C,CANG J. Propagation properties of J0-correlated partially coherent flat-topped beams in a turbulent atmosphere[J]. Laser Technology,2010,34(4): 565-568(in Chinese).
    [2]

    FEI J Ch,CUI Zh F,WANG J S,et al. Propagation characteristics of elegant Laguerre-Gaussian beam passing through a circular aperture in turbulent atmosphere[J]. Laser Technology,2011,35(6): 849-853(in Chinese).
    [3]

    YANG A L,ZHANG E T,JI X L,et al. Angular spread of partially coherent Hermite-cosh-Gaussian beams propagating through atmospheric turbulence[J]. Optics Express,2008,16(12): 8366-8380.
    [4]

    SHIRAI T,DOGARIU A,WOLF E. Mode analysis of spreading of partially coherent beams propagating through atmospheric turbulence[J]. Journal of the Optical Society of America,2003,A20(6): 1094-1102.
    [5]

    MOHAMED S,OLGA K,ARISTIDE D,et al. Polarization changes in partially coherent electromagnetic beams propagating through turbulent atmosphere[J]. Waves in Random Media,2004,14(4):513-523.
    [6]

    OLGA K,MOHAMED S,WOLF E. The far-zone behavior of the degree of polarization of partially coherent beams propagating through atmospheric turbulence[J]. Optics Communications,2004,233(4/6): 225-230.
    [7]

    ROYCHOWDHURY H,PONOMARENKO S A,WOLF E. Change in the polarization of partially coherent electromagnetic beams propagating through the turbulent atmosphere[J]. Journal of Modern Optics,2005,52(11): 1611-1618.
    [8]

    GAO W R. Changes of polarization of light beams on propagation through tissue[J]. Optics Communications,2006,260(2): 749-754.
    [9]

    ZHAO D M,DU X Y. Polarization modulation of stochastic electromagnetic beams on propagation through the turbulent atmosphere[J]. Optics Express,2009,17(6): 4257-4262.
    [10]

    JI X L,CHEN S H,LI X Q. Polarization properties of partially coherent electromagnetic Hermite-Gaussian beams in atmospheric turbulence[J]. Chinese Journal of Lasers,2008,35(1): 67-72 (in Chinese).
    [11]

    ZHONG Y L,CUI Zh F,QU J,et al. Polarization properties of partially coherent electromagnetic elegant Laguerre-Gaussian beams in turbulent atmosphere[J]. Applied Physics,2011,B102(4): 937-944.
    [12]

    CAI Y J,HE S L. Propagation of a partially coherent twisted anisotropic Gaussian Schell-model beam in a turbulent atmosphere[J]. Applied Physics Letters,2006,89(4): 041117.
    [13]

    CAI Y J,LIN Q,EYYUBOGLU H T,et al. Average irradiance and polarization properties of a radially or azimuthally polarized beam in a turbulent atmosphere[J].Optics Express,2008,16(11): 7665-7673.
    [14]

    EYYUBOGLU H T,BAYKAL Y,CAI Y J. Degree of polarization for partially coherent general beams in turbulent atmosphere[J]. Applied Physics,2007,B89(1): 91-97.
    [15]

    JI X L,ZHANG E T,LV B D. Changes in the spectrum and polarization of polychromatic partially coherent electromagnetic beams in the turbulent atmosphere[J].Optics Communications,2007,275(2): 292-300.
    [16]

    KASHANI F D,ALAVINEJAD M,GHAFARY B. Polarization characteristics of aberrated partially coherent flat-topped beam propagating through turbulent atmosphere[J]. Optics Communications,2009,282(20): 4029-4034.
    [17]

    YANG A L,ZHANG E T,JI X L,et al. Propagation properties of partially coherent Hermite-cosh-Gaussian beams through atmospheric turbulence[J].Optics Laser Technology,2009,41(6): 714-722.
    [18]

    JI X L,CHEN X W. Changes in the polarization,the coherence and spectrum of partially coherent electromagnetic Hermite-Gaussian beams in turbulence[J].Optics Laser Technology,2009,41(2): 165-171.
    [19]

    PU J X. Invariance of spectrum and polarization of electromagnetic Gaussian Schell-model beams propagating in free space[J]. Chinese Optics Letters,2006,4(4): 196-198.
    [20]

    GOVIND P A,WOLF E. Propagation-induced polarization changes in partially coherent optical beams[J]. Journal of the Optical Society of America,2000,A17(11): 2019-2023.
    [21]

    JAMES D F V. Change of polarization of light beams on propagation in free space[J]. Journal of the Optical Society of America,1994,A11(5): 1641-1643.
    [22]

    DU X Y,ZHAO D M,KOROTKOVA O. Changes in the statistical properties of stochastic anisotropic electromagnetic beams on propagation in the turbulent atmosphere[J]. Optics Express,2007,15(25): 16909-16915.
    [23]

    PAN L Zh. Far-field behavior of partially polarized Gaussian Schell-model beams diffracted through an aperture[J]. Acta Optica Sinica,2006,26(8): 1250-1255(in Chinese).
    [24]

    WANG H Y,LI X Y. Spectral properties of stochastic electromagnetic twist anisotropic Gaussian-Schell model beam truncated by a slit aperture propagating in turbulent atmosphere[J]. Optics Laser Technology,2010,42(7): 1066-1076.
    [25]

    JI X L,PU Z C. Effects of atmospheric turbulence on the polarization of apertured electronmagnetic Gaussian Schell-model beams[J]. Journal of Optics,2009,A11(4): 45701-45707.
    [26]

    ZHAO T J. Effect of the aperture on the on-axis polarization properties of partially coherent light[J]. Laser Technology,2008,32(4): 424-433(in Chinese).
    [27]

    SHU J H,CHEN Z Y,PU J X. Changes in the degree of polarization of partially coherent lights diffracted by multiple circular apertures[J].Chinese Journal of Lasers,2008,35(6): 849-854(in Chinese).
    [28]

    WEN J J,BREAZEALE M A. A diffraction beam field expressed as the superposition of Gaussian beams[J]. Journal of the Acoustical Society of America,1988,83(5): 1752-1756.
    [29]

    TAKENAKA T,YOKOTA M,FUKUMITSU O. Propagation of light beams beyond the paraxial approximation[J]. Journal of the Optical Society of America,1985,A2(6): 826-829.
    [30]

    SAGHAFI S,SHEPPARD C J R. Near field and far field of elegant Hermite-Gaussian and Laguerre-Gaussian modes[J]. Journal of Modern Optics,1998,45(10): 1999-2009.
    [31]

    CAI Y J. Propagation of various flat-topped beams in a turbulent atmosphere[J]. Journal of Optics,2006,A8(6): 537-545.
    [32]

    KIMEL I,ELIAS L R. Relations between Hermite and Laguerre Gaussian modes[J]. IEEE Journal of Quantum Electronics,1993,29(9): 2562-2567.
    [33]

    WOLF E. Unified theory of coherence and polarization of random electromagnetic beams[J]. Physics Letters,2003,A312(5/6): 263-267.
    [34]

    WANG F,CAI Y J,EYYUBOGLU H T,et al. Average intensity and spreading of partially coherent standard and elegant Hermite-Gaussian beams in turbulent atmosphere[J]. Progress in Electromagnetics Research,2010,103: 33-56.
    [35]

    ZHANG G W,PU J X,SAHIN S,et al. The spectral degree of cross-polarization of stochastic electromagnetic beams[J]. Acta Photonica Sinica,2009,38(8): 2093-2098 (in Chinese).
    [36]

    DAN Y Q,ZHANG B,PAN P P. Propagation of partially coherent flat-topped beams through a turbulent atmosphere[J]. Journal of the Optical Society of America,2008,A25(9): 2223-2231.
    [37]

    CHENG F L,CAI Y J. Propagation factor of a truncated partially coherent flat-topped beam in turbulent atmosphere[J]. Optics Communications,2011,284(1): 30-37.
    [38]

    FAN T Y. Laser beam combining for high-power,high-radiance sources[J]. IEEE Journal of Selected Topics in Quantum Electronics,2005,11(3): 567-577.
    [39]

    CAI Y J,CHEN Y,EYYUBOGLU H T,et al. Propagation of laser array beams in a turbulent atmosphere[J].Applied Physics,2007,B88(3): 467-475.
    [40]

    WANG H,LIU D,ZHOU Z. The propagation of radially polarized partially coherent beam through an optical system in turbulent atmosphere[J]. Applied Physics,2010,B101(1/2): 361-369.
    [41]

    JIN Y M. Practical integral table[M]. Hefei: University of Science and Technology of China Press,2006: 237(in Chinese).
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出版历程
  • 收稿日期:  2012-11-28
  • 录用日期:  2012-12-21
  • 刊出日期:  2013-09-25

PCELG光束通过光阑传输后偏振度的研究

    通讯作者: 屈军, qujun70@mail.ahnu.edu.cn
    作者简介: 汪冰(1990- ),女,硕士研究生,主要从事激光大气传输与光束质量的研究。
  • 1. 安徽师范大学 物理与电子信息学院, 芜湖 241000
基金项目:  安徽省自然科学基金资助项目(11040606M154)

摘要: 为了研究部分相干复宗量拉盖尔-高斯(PCELG)光束通过环形光阑后在湍流大气中传输时的偏振特性,基于拓展的惠更斯-菲涅耳原理,经理论推导,得出PCELG光束偏振度的解析表达式,并进行了相应的数值计算。结果表明,光阑的衍射效应将会造成PCELG光束偏振度振荡加剧的现象;当PCELG光束在湍流大气或自由空间中传输时,近轴处横向的偏振度有着剧烈的振荡,而在较远点处,其偏振度都是趋于1,且随着传输距离的增加,横向的偏振度趋于1时所对应的离轴距离也增大;当PCELG光束通过光阑后在自由空间中传输时,经过足够长的距离,偏振度将趋近于不同于初始偏振度的值,而在湍流大气中传输时,偏振度将趋近于初始偏振度。该结果对光束在大气中的传输及其应用具有实际意义。

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