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The focusing property of vector Bessel-Gauss beams by a high numerical aperture objective

机译:高数值孔径物镜对矢量贝塞尔-高斯光束的聚焦特性

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摘要

The rich available transverse intensity structure of vector Bessel-Gauss beams make it important to probe into the focusing property by high numerical aperture objective. In this paper, we obtain the analytical expressions of azimuthally, radially and longitudinally polarized components in the focal area of the objective after tight focusing. Theoretical analysis and the numerical simulation show that, the transverse intensity distributions of the focused beams still have doughnut-like structure, two separate peak structure and circularly aligned array structure. The focused beam spots obtained by an objective with annular aperture usually have smaller spots than with circular aperture. The focused beam of the vector Bessel-Gauss beam with lowest mode number m velence 0 is a radially and azimuthally polarized doughnut-like beam with no longitudinal component. These properties and results are useful in optical trapping and particle alignment.
机译:矢量贝塞尔-高斯光束丰富的可用横向强度结构使得通过高数值孔径物镜探究聚焦特性变得很重要。在本文中,我们获得了精确聚焦后物镜聚焦区域中方位,径向和纵向极化分量的解析表达式。理论分析和数值模拟表明,聚焦光束的横向强度分布仍然具有环形的结构,两个独立的峰结构和圆形排列的阵列结构。由具有环形孔的物镜获得的聚焦束斑通常具有比具有圆形孔的物镜更小的斑。具有最低模数m velence 0的矢量Bessel-Gauss光束的聚焦光束是没有纵向分量的径向和方位极化的甜甜圈状光束。这些性质和结果可用于光学捕获和粒子对准。

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