最大化漂白,时间积分曝光,卤化银全息图的衍射效率

W. Rhodes, R. Stroud, E. Gaynor
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引用次数: 0

摘要

在时间积分全息图中,曝光模式被记录为单个条纹模式(正弦“杨氏”条纹或Gabor带板)的顺序应用总和,其衍射效率较差,因此在重建时信噪比较低[1,2]。原因很简单:在非相干全息[3]的情况下,当应用许多贡献曝光(每个曝光都带来自己的偏差)时,总曝光模式具有低信号偏置比。由于记录的信号曝光比偏置曝光低,因此处理后的全息图的振幅透射函数中的信号变化很小,因此衍射效率较低。与此同时,在重建过程中,由灰尘和薄膜颗粒散射光等来源决定的噪声基本上保持在恒定水平。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Maximizing Diffraction Efficiency of Bleached, Time-Integration-Exposure, Silver Halide Holograms
Time-Integration holograms, where the exposure pattern is recorded as a sequentially applied sum of individual fringe patterns (either sinusoidal "Young’s" fringes or Gabor zone plates), suffer from poor diffraction efficiency and, consequently, low signal-to-noise ratio on reconstruction [1,2]. The reason is straightforward: The total exposure pattern, as in the case of incoherent holography [3], has a low signal-to-bias ratio when many contributing exposures--each bringing its own bias with it--are applied. Since the recorded signal exposure is low compared to the bias exposure, the signal variations in the wave amplitude transmittance function of the processed hologram are small, and diffraction efficiency is therefore low. At the same time, noise in the reconstruction, determined by such sources as dust- and film-grain-scattered light, remains at an essentially constant level.
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