Modification of the reconstruction distance of Fresnel holograms for display with multiple spatial light modulators

T. Leportier, M. Park, Taegeun Kim
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Abstract

In digital holography, spatial light modulators (SLMs) devices are used to display the holographic patterns. However, modulation is imperfect because SLMs cannot modulate phase and amplitude at the same time. Then undesired terms such as twin image can be observed in the image plane. One solution to remove twin image contribution without physical spatial filter is to perform complex modulation. Phase and amplitude modulation can be performed sequentially with two different SLMs. Similarly, real and imaginary part of hologram can be displayed and combined in an additive configuration through a polarizing beam splitter. In both case, a major problem is the alignment of the two display devices since misalignment as small as one pixel may degrade significantly quality of the reconstruction. For our experiment, we used data computed numerically to obtain separately real and imaginary part of hologram. Then, we focused on additive configuration where two SLMs are displaying real and imaginary part of hologram respectively. Reconstruction distance of hologram is fixed and distance between SLM and beam splitter should be the same for the two devices. In this paper, we study the effect of having different reconstruction distance for the real and imaginary hologram. We performed simulations and explained the result with the scalar diffraction theory. A method to compensate numerically the reconstruction distance is proposed for on-axis configuration. This method can also be applied to modify reconstruction distance of Fresnel hologram displayed with a single SLM and has potential application in RGB holographic reconstruction
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多空间光调制器显示菲涅耳全息图重建距离的修正
在数字全息术中,空间光调制器(slm)器件用于显示全息图案。然而,调制是不完善的,因为slm不能同时调制相位和幅度。然后在图像平面上可以观察到不希望看到的项,如孪生像。在没有物理空间滤波器的情况下消除双像贡献的一种解决方案是进行复调制。相位和幅度调制可以用两个不同的slm依次进行。同样,全息图的实部和虚部也可以通过偏振分束器显示并组合成加性结构。在这两种情况下,一个主要问题是两个显示设备的对齐,因为小到一个像素的不对齐可能会显著降低重建的质量。在实验中,我们使用数值计算的数据分别得到全息图的实部和虚部。然后,我们重点研究了两个slm分别显示全息图的实部和虚部的加性构型。全息图的重建距离是固定的,SLM和分束器之间的距离应该相同。本文研究了不同重建距离对实全息图和虚全息图的影响。我们进行了模拟,并用标量衍射理论对结果进行了解释。提出了一种轴上构型重构距离的数值补偿方法。该方法还可用于修改单SLM显示的菲涅耳全息图的重建距离,在RGB全息重建中具有潜在的应用前景
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