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Digital recording and numerical reconstruction of lensless Fourier holograms in optical metrology

机译:光学计量学中无透镜傅里叶全息图的数字记录和数值重建

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摘要

Advantages of the lensless Fourier holography setup for the reconstruction of digitally recorded holo-grams in holographic interferometry are presented. This very simple setup helps to achieve a maximum tateral resolution of the object under investigation. Also, the numerical-reconstruction algorithm is very simple and fast to compute. A mathematical model based on Fourier optics is used to describe discreti-zation effects and to determine the lateral resolution. The recording and the reconstruction processes are regarded as an optical imaging system, and the point-spread function is calculated. Results are verified by an experimental setup for a combined shape and deformation measurement.
机译:提出了无透镜傅里叶全息装置在全息干涉术中重建数字记录全息图的优点。这种非常简单的设置有助于实现所研究对象的最大分辨率。而且,数值重建算法非常简单且计算迅速。基于傅立叶光学的数学模型用于描述离散效应并确定横向分辨率。记录和重构过程被视为光学成像系统,并且计算出点扩展函数。通过组合形状和变形测量的实验装置验证了结果。

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