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Volume 32 Issue 4
Apr.  2010
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Diffraction of Bessel-Gaussian beam passing through annular and circular apertures

  • Received Date: 2007-02-15
    Accepted Date: 2007-06-06
  • From the Collins formula,the diffraction of Bessel-Gaussian beam passing through circular and annular apertures was studied based on numerical simulation.The results indicate that the axial intensity of Bessel-Gaussian beam through a circular aperture changes with the Fresnel number F periodically;the axial intensity of Bessel-Gaussian beam through an annular aperture attenuates with the F at the function of vibration.When F is the same,the transversal intensity of Bessel-Gaussian beam through a circular aperture distributes more smooth than an annular aperture.The smaller the annular aperture,more obvious is the modulation of transversal intensity;when the annular aperture is equal to the waist of the beam,the transversal intensity is independent of the Fresnel number F.
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    沈阳化工大学材料科学与工程学院 沈阳 110142

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Diffraction of Bessel-Gaussian beam passing through annular and circular apertures

  • 1. Department of Physics, Anhui Normal University, Wuhu 241008, China;
  • 2. Anhui Institute of Optics & Fine Mechanics, Chinese Academy of Sciences, Hefei 230031, China

Abstract: From the Collins formula,the diffraction of Bessel-Gaussian beam passing through circular and annular apertures was studied based on numerical simulation.The results indicate that the axial intensity of Bessel-Gaussian beam through a circular aperture changes with the Fresnel number F periodically;the axial intensity of Bessel-Gaussian beam through an annular aperture attenuates with the F at the function of vibration.When F is the same,the transversal intensity of Bessel-Gaussian beam through a circular aperture distributes more smooth than an annular aperture.The smaller the annular aperture,more obvious is the modulation of transversal intensity;when the annular aperture is equal to the waist of the beam,the transversal intensity is independent of the Fresnel number F.

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