全息光栅衍射异常的理论研究

R. C. M. Phedran, D. Maystre
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引用次数: 13

摘要

huttley最近在全息衍射光栅的可见区进行的实验测量表明,基于无限导电性光栅理论的预测与光学光栅的实际行为之间存在严重的差异。这里表明,如果考虑光栅理论的有限电导率效应,这些差异是可以消除的。本文给出了用铝覆盖的正弦光栅计算效率曲线的网格。以huttley的实验数据为例,说明了如何利用这些曲线从全息光栅的实验效率曲线来估计槽深。阐明了齿形畸变对效率曲线形状的重要性。理论数据给出了最佳安装全息光栅,并在槽深的范围内,使他们最好的火焰。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Theoretical study of the diffraction anomalies of holographic gratings
Recent experimental measurements made by Hutley in the visible region on holographic diffraction gratings have revealed that serious discrepancies exist between predictions based on an infinite conductivity grating theory and the actual behaviour of optical gratings. It is shown here that these discrepancies can be removed if finite conductivity effects are taken into account by the grating theory. Grids of efficiency curves calculated for gratings having sinusoidal profiles covered with aluminium are given here. It is shown how these curves may be used to estimate the groove depths of holographic gratings from their experimental efficiency curves, using as an example the data Hutley. The importance of profile distortion on the form of the efficiency curves is made evident. Theoretical data is given on the best mount for holographic gratings, and also on the range of groove depths which gives them the best blaze.
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