矩形孔径的菲涅耳区增益

C. Polk
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引用次数: 22

摘要

导出了在“菲涅耳光学区”内均匀照射矩形孔径的轴上增益方程。这个方程是用普通辐射场增益乘以一个校正系数来表示的,这个校正系数取决于孔径尺寸和距离测量增益的孔径的距离R。给出了函数[C2(v)+S(v)]/v2的表;C(v)和S(v)是菲涅耳积分。对菲涅耳区方形孔径(LXL米)的增益与圆形孔径的增益进行了比较,结果表明:对于等Gsquare < Gcircle的孔径,当(L2/λ) 本文章由计算机程序翻译,如有差异,请以英文原文为准。
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Optical Fresnel-Zone gain of a rectangular aperture
An equation for the on-axis gain of a uniformly illuminated rectangular aperture is derived which is valid in the "Optical Fresnel Zone." This equation is formulated in terms of the ordinary radiation field gain multiplied by a correction factor which depends upon the aperture dimensions and the distance, R, from the aperture at which the gain is measured. A table of the function [C2(v)+S(v)]/v2 is given; C(v) and S(v) being the Fresnel integrals. The gain of a square aperture (LXL meters) in the Fresnel-zone region is compared with the gain of a circular aperture and it is shown that for apertures of equal Gsquare < Gcircle when (L2/λ)
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