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为何光学需要厚度。

Why optics needs thickness.

作者信息

Miller David A B

机构信息

Ginzton Laboratory, Stanford University, Stanford, CA 94305, USA.

出版信息

Science. 2023 Jan 6;379(6627):41-45. doi: 10.1126/science.ade3395. Epub 2023 Jan 5.

Abstract

This study shows why and when optical systems need thickness as well as width or area. Wave diffraction explains the fundamental need for area or diameter of a lens or aperture to achieve some resolution or number of pixels in microscopes and cameras. This work demonstrates that if we know what the optics is to do, even before design, we can also deduce the minimum required thickness. This limit comes from diffraction combined with a concept called overlapping nonlocality that can be deduced rigorously from just the mathematical description of what the device is to do. expresses how much the input regions for different output regions overlap. This limit applies broadly to optics, from cameras to metasurfaces, and to wave systems generally.

摘要

本研究表明了光学系统为何以及何时既需要厚度,也需要宽度或面积。波衍射解释了透镜或孔径的面积或直径对于在显微镜和相机中实现一定分辨率或像素数量的基本需求。这项工作表明,如果我们在设计之前就知道光学器件的用途,那么我们也可以推导出所需的最小厚度。这个限制来自于衍射与一种称为重叠非局域性的概念的结合,它可以仅从对器件功能的数学描述中严格推导出来。重叠非局域性表示不同输出区域的输入区域重叠的程度。这个限制广泛适用于光学领域,从相机到超表面,以及一般的波系统。

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