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Focusing Gaussian beams by an annular lens with spherical aberration

机译:通过具有球差的环形透镜聚焦高斯光束

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In this paper, focusing Gaussian beams by an annular lens with spherical abberation is discussed. The expressions for the axial light intensity of Gaussian beams focused by an annular lens with primary spherical aberration have been derived. The numerical calculation shows that, for the annular lens with negative spherical aberration, the axial maximum focused intensity can be made larger than that of aberration-free cases. By choosing suitable values of central obstruction ratio of the annular lens with negative spherical aberration, one can obtain an axial maximum focused intensity much greater than that of aberration-free cases. In addition, the positive spherical aberration can shift the best focal position (z/f)(m) (the position where the axial focused inensity is maximum) far away from the lens so that the positive focal shift can be achieved (i.e. Delta z/f = (z/f)(m) -1 > 0). It is shown that, when the Fresnel number of the outer radius of the annular lens is small (e.g. N-a less than or equal to 1), the effect of the spherical aberration on focusing Gaussian beams can be neglected. [References: 17]
机译:本文讨论了用球面像差的环形透镜聚焦高斯光束。推导了高倍率光束被环形球面像差的环形透镜聚焦的轴向光的表达式。数值计算表明,对于球面像差为负的环形透镜,其轴向最大聚焦强度可以大于无像差情况。通过选择具有负球差的环形透镜的中心阻挡比的合适值,可以获得比无像差情况大得多的轴向最大聚焦强度。此外,正球差可以使最佳焦点位置(z / f)(m)(轴向聚焦强度最大的位置)远离镜头,从而实现正焦点偏移(即Delta z / f =(z / f)(m)-1> 0)。示出了,当环形透镜的外半径的菲涅耳数较小时(例如,N-a小于或等于1),可以忽略球面像差对聚焦高斯光束的影响。 [参考:17]

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