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High quality digital holographic reconstruction on analog film

机译:模拟胶片上的高质量数字全息重建

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High quality real-time digital holographic reconstruction, i.e. at 30 Hz frame rates, has been at the forefront of research and has been hailed as the holy grail of display systems. While these efforts have produced a fascinating array of computer algorithms and technology, many applications of reconstructing high quality digital holograms do not require such high frame rates. In fact, applications such as 3D holographic lithography even require a stationary mask. Typical devices used for digital hologram reconstruction are based on spatial-light-modulator technology and this technology is great for reconstructing arbitrary holograms on the fly; however, it lacks the high spatial resolution achievable by its analog counterpart, holographic film. Analog holographic film is therefore the method of choice for reconstructing high-quality static holograms. The challenge lies in taking a static, high-quality digitally calculated hologram and effectively writing it to holographic film. We have developed a theoretical system based on a tunable phase plate, an intensity adjustable high-coherence laser and a slip-stick based piezo rotation stage to effectively produce a digitally calculated hologram on analog film. The configuration reproduces the individual components, both the amplitude and phase, of the hologram in the Fourier domain. These Fourier components are then individually written on the holographic film after interfering with a reference beam. The system is analogous to writing angularly multiplexed plane waves with individual component phase control.
机译:高质量的实时数字全息重建,即30 Hz帧频,一直处于研究的最前沿,并被誉为显示系统的圣杯。尽管这些努力产生了一系列引人入胜的计算机算法和技术,但重建高质量数字全息图的许多应用并不需要如此高的帧速率。实际上,诸如3D全息光刻的应用甚至需要固定的掩模。用于数字全息图重建的典型设备基于空间光调制器技术,该技术非常适合即时重建任意全息图。但是,它缺乏类似的全息胶片所能达到的高空间分辨率。因此,模拟全息胶片是重建高质量静态全息图的首选方法。挑战在于获取静态的高质量数字计算全息图,并将其有效地写入全息胶片。我们已经开发了一种基于可调相位板,强度可调的高相干激光器和基于滑动棒的压电旋转台的理论系统,可以在模拟胶片上有效地产生数字化全息图。该配置再现了傅立叶域中全息图的各个分量,包括振幅和相位。然后,这些傅立叶分量在受到参考光束的干扰后分别写在全息胶片上。该系统类似于利用各个分量相位控制来写入角度多路复用的平面波。

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