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Parity and the self-imaging phenomenon

机译:奇偶性与自我想象现象

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摘要

The parity of self-images obtained at a half of Talbot distance is investigated. Conditions for inversion are found. A subset of the functions fulfilling Montgomery's condition, namely those composed of sinusoids with frequencies in the ratio of the square root of odd numbers, replicate in inverted form. Some examples are commented, numerically simulated and verified by experiment.
机译:研究在Talbot距离的一半处获得的自我图像的奇偶性。找到反转的条件。满足蒙哥马利条件的函数的子集(即由正弦曲线组成的函数,其频率与奇数的平方根之比成正比)以倒置形式复制。对一些示例进行了注释,数值模拟和实验验证。

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