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An Analysis on Inverted Mirrored Moiré and Ribbon of Band Moiré

机译:倒置镜像莫尔和乐队丝带的分析

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Band moiré pattern is produced by the superposition of the base layer with the revealing layer that has a different periodic frequency. Band moiré can effectively describe the geometric transformation of moiré, so that we can design more elements and specific moiré in band moiré image, which can be used to engage and decipher the secret image. Hersch et al. put forward a mathematical model to describe the geometric transformation of moiré pattern, and based on this, a method for constructing band moiré pattern was proposed. Furthermore, the inverted mirrored moiré effect is also described for the case that the period of the revealing layer is less than the period of the base layer. However, the principle and limitations of inverted mirrored moiré effect have not been given. In this paper, we introduce the principle of the inverted mirrored moiré effect and specify the conditions of producing inverted mirrored moiré, That is, when the period of the revealing layer is less than the period of the basic layer and more than half of the period of the base layer, the inverted mirrored moiré will be shown. We also noticed the phenomenon of the repeated local moiré pattern with the analysis of the moiré generation. We give the restriction of producing ribbon moiré, when the period of the revealing layer is equal to the period of the base layer, the ribbon moiré will show. The limitations of inverted mirror image or ribbon were analyzed and the results were verified by experiments.
机译:带Moiré图案由基础层的叠加产生具有不同周期频率的露出层的叠加。 BandMoiré可以有效地描述Moiré的几何变换,因此我们可以在乐队Moiré的图像中设计更多元素和特定的莫尔,这可以用于接合和破译秘密图像。 Hersch等人。提出了一种数学模型来描述Moiré图案的几何变换,并基于这,提出了一种构建带Moiré模式的方法。此外,还描述了倒置镜像莫尔氏效果,因为露出层的时段小于基层的周期。然而,尚未给出倒置镜像莫尔氏效应的原理和局限性。在本文中,我们介绍了倒置镜像Moiré效应的原理,并指定了产生倒置镜像莫尔的条件,即当露出层的时期小于基本层的时期和超过一半的时间在基层中,将显示倒置镜像Moiré。我们还注意到了重复的本地Moiré模式的现象与分析Moiré一代。我们给出了产生带莫尔的限制,当揭示层的时期等于基层的时期时,罗布斯莫尔将显示。分析了反相镜像或带的局限性,并通过实验验证了结果。

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