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Identifying a dot-matrix hologram by checking the intersecting angles of its gratings

机译:通过检查点阵全息图的相交角来识别点阵全息图

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摘要

Three features about the intersecting state of two gratings are used to identify dot-matrix holograms created by two-beam writers in this paper. The first feature is the intersection angle of the fringes of two gratings. The second feature is the ratio of the pitches of two lowest-order moire-patterns formed by overlapping two gratings. The third feature is the length ratio of the two diagonal lines of a parallelogram constructed by two neighboring fringes of a first grating and two neighboring fringes of a second grating. All the three features are equivalent, i.e. they are all relative to the intersection angle of two gratings. Because the grating orientations of grating dots cannot be accurately reproduced for the orientation uncertainties of the components used by a two-beam writer, the intersection angles of the gratings of grating dots cannot be easily counterfeited. Therefore, the proposed methods are practical and feasible for the anti-counterfeiting applications of dot-matrix holograms.
机译:本文利用两个光栅的相交状态的三个特征来识别由两个光束的作者创建的点矩阵全息图。第一个特征是两个光栅的条纹的相交角。第二个特征是通过重叠两个光栅形成的两个最低阶莫尔图案的间距比。第三个特征是由第一光栅的两个相邻条纹和第二光栅的两个相邻条纹构成的平行四边形的两条对角线的长度比。所有这三个特征都是等效的,即它们都相对于两个光栅的相交角。由于对于两束记录器所使用的组件的取向不确定性,不能精确地再现光栅点的光栅取向,所以不容易伪造光栅点的光栅的相交角。因此,所提出的方法对于点阵全息图的防伪应用是实用可行的。

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