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The Use of the Wigner Distribution Function for Defining the Concept of Quasi-point Source, and the Application of this Concept to the Restoration of Defocused Images

机译:Wigner分布函数在定义准点源概念中的应用以及该概念在散焦图像恢复中的应用

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We introduce the concept of quasi-point source (QPS) by means of the sampled Wigner distribution function (WDF), as applied to the detected image of a small incoherent disc object. A QPS is realized when the WDF of such image is always positive within the extended bandwidth corresponding to this function. To substantiate this concept, we employed a conventional microscope with Kohler illumination. We made use of a QPS to obtain an estimation of the defocused point spread function of an specific optical system. This function was employed next to construct the corresponding Wiener filter, in order to restore defocused images of extended objects.
机译:我们通过采样的Wigner分布函数(WDF)引入了准点源(QPS)的概念,该概念适用于小型非相干盘对象的检测图像。当此类图像的WDF在与此功能相对应的扩展带宽内始终为正时,即可实现QPS。为了证实这一概念,我们使用了带有科勒照明的常规显微镜。我们使用QPS来获得特定光学系统的散焦点扩展函数的估计。接下来使用此功能来构造相应的维纳滤镜,以恢复扩展对象的散焦图像。

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