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无衍射光束的产生及其应用

刘会龙 胡总华 夏菁 吕彦飞

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无衍射光束的产生及其应用

刘会龙, 胡总华, 夏菁, 吕彦飞

Generation and applications of non-diffraction beam

Liu Hui-Long, Hu Zong-Hua, Xia Jing, Lü Yan-Fei1\2
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  • 近年来,随着激光技术的快速发展,相继产生了多种在远距离传输后中心光斑保持不变的无衍射光束,包括贝塞尔光束、高阶贝塞尔光束、马丢光束、高阶马丢光束、余弦光束、抛物线光束以及艾里光束.无衍射光束在激光打孔、激光精密准直、光学精密控制、光学微操控、光通信、等离子体导向、光子弹产生、光通信、自聚焦光束的合成以及非线性光学等领域中有着广泛的应用.本文介绍了各类无衍射光束的数学表达式、产生方法及对应的实验结果;就无衍射光束的特性和应用进行了归纳和讨论;并对其在未来的研究与应用前景中发挥的重要作用进行了简要总结与展望.
    In recent years, with the development of laser technology, various non-diffraction beams each with a central spot unchanged after a long distance propagation, have been generated, they being the Bessel beam, higher Bessel beam, Mathieu beam, higher Mathieu beam, cosine beam, parabolic beam, and Airy beam. Diffraction-free beams are widely used in laser drilling, laser precision alignment, optical precision control, optical micromanipulation, optical communication, plasma guidance, light bullet, synthesis of autofocusing beam, nonlinear optics, etc. In this paper, the expressions, generation methods and corresponding experimental results of the various non-diffraction beams are presented. There are many ways to generate the Bessel beam, they being circular slit, computed hologram, spherical aberration lens, resonant cavity, axicon, and metasurface. The main methods of generating the non-diffraction beams are summarized, and each method is analyzed in depth from the cost of the system, and then some suggestions for improving and perfecting are made. For the generation of non-diffraction beams, the passive methods are used most to convert other beams into corresponding non-diffraction beams by optical components. Due to the low damage threshold and high cost of optical components, the power, energy and beam quality of a non-diffracting beam will be limited. How to generate a high-power, high-beam quality non-diffracting beam will be a hot research spot. Diffractionless beams have attracted a great deal of interest due to their unique non-diffraction, transverse-accelerating (or self-bending) and self-healing property. Transverse-accelerating property refers to that non-diffraction beams propagate along a parabola trajectory. The diffractionless beams' propagation trajectory control method implemented by changing system parameters is simple and easily successful, but cannot reverse acceleration direction, and its controlling range is limited. The self-healing property means that the non-diffraction beam tends to reform during propagation in spite of severe perturbations imposed. Both the Airy beam and the Bessel beam exhibit self-healing properties during propagation. And non-diffraction beams have potential applications in many fields. In atmosphere, such as in optical communication, non-diffracting beam exhibits more resilience against perturbations. Finally, brief summary and outlook of non-diffraction beams playing important roles in future study, and their application prospects are presented. In addition to Airy beam and Bessel beam, for other non-diffraction beams due to the complexity of the beams themselves, by comparison, their applications are investigated very little, so the applications in Mathieu beam, cosine beam, and parabolic beam will be a hot research spot.
      通信作者: 吕彦飞, optik@sina.com
    • 基金项目: 国家自然科学基金(批准号:61765015,61475026,61275135,61108029)、云南省高端科技人才引进计划(批准号:2016HE009,2016HE010)、云南省应用基础重点研究计划(批准号:2016FA025)和云南大学研究生科研创新项目(批准号:YDY17012)资助的课题.
      Corresponding author: Lü Yan-Fei1\2, optik@sina.com
    • Funds: Project supported by the National Natural Science Foundation of China (Grant Nos. 61765015, 61475026, 61275135, 61108029), the Top Talents Introduction Program of Yunnan Province, China (Grant Nos. 2016HE009, 2016HE010), the Yunnan Provincial Key Program for Basic Research, China (Grant No. 2016FA025), and the Yunnan University's Research Innovation Fund for Graduate Students (Grant No. YDY17012).
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    [20]

    Hsiao H H, Chu C H, Tsai D P 2017 Small Methods 1 1600064

    [21]

    Chen W, Khorasaninejad M, Zhu A Y, Oh J, Devlin R C, Zaidi A, Capasso F 2017 Light Sci. Appl. 6 e16259

    [22]

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  • 收稿日期:  2018-06-25
  • 修回日期:  2018-08-02
  • 刊出日期:  2018-11-05

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