Geometric theory of the grating
Geometric theory of the grating
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DOI：
10.1364/josa.64.001031
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发表时间：
1974-08
影响因子：
--
通讯作者：
H. Noda;T. Namioka;M. Seya
中科院分区：
文献类型：
--
作者：
H. Noda;T. Namioka;M. Seya
发展了光栅的几何理论，特别强调了全息光栅的性质与机械刻划光栅的性质之间的关系。该理论适用于几乎所有类型的全息光栅和机械刻划光栅，包括非球面光栅。给出了有效光栅常数、光栅方程、焦线和光路函数的一般表达式。文中还介绍了该理论在像差校正光栅设计中的可能应用。
Geometric theory of the grating is developed, with special emphasis on the relation between the properties of holographic gratings and those of mechanically ruled gratings. The theory is applicable to practically all types of holographic and mechanically ruled gratings, including aspheric gratings. General expressions are given for the effective grating constant, the grating equation, the focal curves, and the light-path function. Possible applications of the theory to the design of aberration-corrected gratings are also described.