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Phases of Talbot patterns in angular self-imaging

机译:角度自成像中Talbot模式的相位

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摘要

The original Talbot (self-imaging) effect is observed in the vicinity of a grating of slits shined with a plane wave, and results in periodic images of the initial diffraction pattern (integer Talbot effect) and the appearance of images with a periodicity reduced by an integer factor (fractional Talbot effect). Most of the studies on Talbot effect so far have focused on the distribution of the intensity of the diffracted light. However, the phases of the Talbot images, obtained in both the integer and fractional self-imaging cases, can be calculated in a closed form and display interesting auto-correlation properties. This paper reports what is, to the best of our knowledge, the first experimental investigation of the phases of Talbot images beyond the integer self-imaging case. We address the problem of experimental measurement of the phases of the Talbot images in the equivalent frame of the angular Talbot effect, a recently reported manifestation of the Talbot effect in the far field. The phases of the Talbot images are measured by far-field holography, and the obtained results are in excellent agreement with theoretical calculations. They also suggest the possibility of using the scheme for a precise "fractional ruler" aimed at distances' measurements. (C) 2015 Optical Society of America
机译:在由平面波照射的狭缝光栅附近观察到原始的Talbot(自成像)效应,并产生初始衍射图样的周期性图像(整数Talbot效应),并且周期性降低的图​​像外观整数因子(分数Talbot效应)。迄今为止,有关塔尔伯特效应的大多数研究都集中在衍射光强度的分布上。但是,在整数和分数自成像情况下获得的Talbot图像的相位都可以以封闭形式进行计算,并显示有趣的自相关属性。据我们所知,本文报道的是除整数自成像情况以外的Talbot图像相位的首次实验研究。我们解决了在角Talbot效应的等效框架中对Talbot图像的相位进行实验测量的问题,这是最近报道的远场Talbot效应的体现。 Talbot图像的相位通过远场全息术进行测量,所得结果与理论计算非常吻合。他们还建议将该方案用于针对距离测量的精确“分数尺”。 (C)2015年美国眼镜学会

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