从光线追踪的角度看二元光学

W. Southwell
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引用次数: 0

摘要

从规定的表面浮雕轮廓(称为kinoforms)获得光功率的表面在文献中通常被描述为衍射器件,可能是因为它们与全息图相似。这些透镜的设计和评估是通过将表面建模为非常高的折射率透镜4,5或通过使用光线跟踪代码来定义表示为多项式的任意相位表面来执行的。这些方法不能充分利用地形剖面的像差校正能力,当它是由带状光线追踪折射设计定义时。例如,聚焦准直光的kin仿曲面2的最佳凸出轮廓是圆锥系数为-n2且每个菲涅耳区的曲率不同的圆锥曲线。这样的曲面在区域边界处具有不连续的斜率,甚至在曲面被给予两次pi相位跳变之前。上述设计方法不考虑不连续边坡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Binary optics from a raytracing point of view
Surfaces which achieve optical power from prescribed surface relief profiles (called kinoforms) have been generally described in the literature1-3 as diffraction devices, probably because of their similarity to holograms. The design and evaluation of these lenses are performed by either modeling the surface as a very high index lens4,5 or by using a raytrace code to define an arbitrary phase surface expressed as a polynomial. These methods do not utilize the full aberration correction capability of the relief profile when it is defined from a zonal raytrace refraction design. For example, the optimum relief profile for a kinoform surface2 focussing collimated light is a conic with conic coefficient of -n2 and with a different curvature in each Fresnel zone. Such a surface has discontinuous slopes at the zone boundaries even before the surface is given the two pi phase jumps. The above methods of design do not provide for discontinuous slopes.
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