Numerical Aperture

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The Experts below are selected from a list of 23829 Experts worldwide ranked by ideXlab platform

Xiaofeng Li - One of the best experts on this subject based on the ideXlab platform.

Yaoju Zhang - One of the best experts on this subject based on the ideXlab platform.

  • diffraction theory of high Numerical Aperture subwavelength circular binary phase fresnel zone plate
    Optics Express, 2014
    Co-Authors: Yaoju Zhang, Dong Zhang, Guihua Cui, Xiukai Ruan
    Abstract:

    An analytical model of vector formalism is proposed to investigate the diffraction of high Numerical Aperture subwavelength circular binary phase Fresnel zone plate (FZP). In the proposed model, the scattering on the FZP’s surface, reflection and refraction within groove zones are considered and diffraction fields are calculated using the vector Rayleigh–Sommerfeld integral. The Numerical results obtained by the proposed phase thick FZP (TFZP) model show a good agreement with those obtained by the finite-difference time-domain (FDTD) method within the effective extent of etch depth. The optimal etch depths predicted by both methods are approximately equal. The analytical TFZP model is very useful for designing a phase and hybrid amplitude-phase FZP with high-NA and short focal length.

  • effect of the shadowing in high Numerical Aperture binary phase fresnel zone plates
    Optics Communications, 2014
    Co-Authors: Yaoju Zhang, Chongwei Zheng, Youyi Zhuang
    Abstract:

    Abstract Shadowing occurs for the groove zone plate when radiation origin from one zone of the zone plate must pass through another before reaching the focus point. Using the vector diffraction theory, we study the influence of the shadowing on the focusing properties of binary phase Fresnel zone plates (FZPs). The results show that a low-Numerical-Aperture (NA) FZP can be treated as an ideal in-plane FZP and the shadowing effect can be neglected. For a high-NA FZP, however, the shadowing effect from the etch depth has to be considered. Owing to the shadowing, the intensity of focusing spot decreases markedly and the size of focusing spot increases slightly in a high-NA FZP. The optimal etching depth of an actual FZP is smaller than that of an ideal FZP.

Xiukai Ruan - One of the best experts on this subject based on the ideXlab platform.

  • diffraction theory of high Numerical Aperture subwavelength circular binary phase fresnel zone plate
    Optics Express, 2014
    Co-Authors: Yaoju Zhang, Dong Zhang, Guihua Cui, Xiukai Ruan
    Abstract:

    An analytical model of vector formalism is proposed to investigate the diffraction of high Numerical Aperture subwavelength circular binary phase Fresnel zone plate (FZP). In the proposed model, the scattering on the FZP’s surface, reflection and refraction within groove zones are considered and diffraction fields are calculated using the vector Rayleigh–Sommerfeld integral. The Numerical results obtained by the proposed phase thick FZP (TFZP) model show a good agreement with those obtained by the finite-difference time-domain (FDTD) method within the effective extent of etch depth. The optimal etch depths predicted by both methods are approximately equal. The analytical TFZP model is very useful for designing a phase and hybrid amplitude-phase FZP with high-NA and short focal length.

Rakesh G Mote - One of the best experts on this subject based on the ideXlab platform.

Xiaosong Gan - One of the best experts on this subject based on the ideXlab platform.

  • Focusing of doughnut laser beams by a high Numerical-Aperture objective in free space
    Optics Express, 2003
    Co-Authors: Djenan Ganic, Xiaosong Gan, Min Gu
    Abstract:

    We report on, in this letter, a phenomenon that the central zerointensity point of a doughnut beam, caused by phase singularity, disappears in the focus, when such a beam is focused by a high Numerical-Aperture objective in free space. In addition, the focal shape of the doughnut beam of a given topological charge exhibits the increased ring intensity in the direction orthogonal to the incident polarization state and an elongation in the polarization direction. These phenomena are caused by the effect of depolarization, associated with a high Numerical-Aperture objective, and become pronounced by the use of a central obstruction in the objective Aperture.

  • splitting of the focal spot of a high Numerical Aperture objective in free space
    Applied Physics Letters, 2002
    Co-Authors: James W M Chon, Xiaosong Gan
    Abstract:

    Reported in this letter is a phenomenon that the focal spot of a high Numerical-Aperture objective in free space can split into two spots if a ring beam is used for illumination. Diffraction by a high Numerical-Aperture objective results in a depolarization such that the diffracted field in the focal region includes not only a component with the same polarization as the incident beam, but also orthogonal and longitudinal components. The use of a ring beam enhances the relative contribution from the longitudinal component. As a result, a single focal spot splits into two spots along the incident polarization direction. It is revealed theoretically that for an objective of given Numerical Aperture there is a threshold of the central obstruction size of a ring beam for the appearance of a two-peak focus.