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MULTIPLE-IMAGE FORMATION BY FRESNEL-DIRAC SAMPLING

机译:菲涅耳-狄拉克采样的多图像形成

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摘要

The theory of lensless formation of multiple images from a single object by Fresnel-Dirac sampling is reexamined. It is concluded that the multiple-image formation does not really occur in principle. However, reasonably good image arrays can be obtained if the sampling filter is properly designed. These image arrays appear when the reduced length Q satisfies the Montgomery zone-plate condition for self-imaging of a periodic grating. The explicit formula for the quasi multiple images is derived within the framework of the Fresnel diffraction. The results are to some extent different from those given previously in the literature. A simple interpretation of the results in terms of geometric optics confirms their acceptability. [References: 10]
机译:重新审查了通过菲涅耳-狄拉克采样从单个物体无透镜形成多个图像的理论。结论是,原则上并没有真正发生多图像形成。但是,如果正确设计采样滤波器,则可以获得合理的良好图像阵列。当减小的长度Q满足蒙哥马利波带片条件(用于周期性光栅的自成像)时,将出现这些图像阵列。准多重图像的显式公式是在菲涅耳衍射的框架内得出的。结果在一定程度上与文献中先前给出的结果不同。对结果进行简单的几何光学解释可以确认其可接受性。 [参考:10]

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