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Polarization basis for vortex beams

机译:涡旋光束的偏振基础

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Attention is called to a polarization basis formed by four Jones vectors that is reducible to two basic structures. In these states the field is linearly polarized at any point, but the polarization direction changes with the angular coordinate. Very simple equations hold for the field lines of these basis vectors. The adoption of this basis is of interest for beams possessing a single vortex of any order, say, m, as well as for beams with two vortices of opposite charges, n and -m. As an example, the application to vectorial Bessel-Gauss beams is briefly discussed. (C) 2001 Optical Society of America. [References: 34]
机译:引起注意的是由四个可简化为两个基本结构的琼斯向量形成的极化基础。在这些状态下,场在任何点处都是线性极化的,但是极化方向随角坐标而变化。这些基本向量的磁力线非常简单的方程式适用。对于具有任意阶数(例如,m)的单个涡旋的光束以及具有两个相反电荷的涡旋(n和-m)的光束,采用这种基础是很有意义的。例如,简要讨论了矢量贝塞尔-高斯光束的应用。 (C)2001年美国眼镜学会。 [参考:34]

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