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Lowering spatial frequency by using two confocal lenses in digital holography

机译:通过在数字全息术中使用两个共焦透镜来降低空间频率

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摘要

One of the main problems in practical application of digital holography is that the unit cell size of CCD(Charge-Coupled Device) is too large. As a result, the object size of recording of interference pattern to CCD is very limited. The angle of incoming laser light ray is reduced by the ratio of two focal lengths of two confocal lenses. This induces the spatial frequency of interference pattern to be lower. So the higher spatial frequency of interference pattern than the spatial frequency determined by the unit cell size of CCD, can be recorded. By using confocal lenses optical setup, a merit can be achieved like that the area of the 0-th order diffraction light is reduced to the square of the ratio of two focal lengths at numerical reconstruction. As a result, numerical reconstruction for larger object size compared with CCD only case, is calculated by using FFT(Fast Fourier Transform) adapted to the integral came from Huygens-Fresnel principle. The needed diameters of two confocal lenses and the position of CCD camera are calculated for recoding the interference pattern of larger object size.
机译:数字全息照相实际应用中的主要问题之一是CCD(电荷耦合器件)的晶胞尺寸太大。结果,将干涉图案记录到CCD的对象尺寸非常有限。通过两个共焦透镜的两个焦距之比减小入射激光的角度。这导致干涉图案的空间频率较低。因此,可以记录到比由CCD的像元大小确定的空间频率高的干涉图样的空间频率。通过使用共焦透镜光学装置,可以实现如下优点:在数值重构时,将0阶衍射光的面积减小为两个焦距之比的平方。结果,通过使用与惠更斯-菲涅耳原理相适应的FFT(快速傅立叶变换),与仅使用CCD的情况相比,可以计算出更大的物体尺寸的数值重建。计算两个共焦透镜所需的直径和CCD摄像机的位置,以记录较大物体尺寸的干涉图。

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