Optimized double-coefficient error diffusion method for suppressing speckle noise in holographic display

IF 2.2 3区 物理与天体物理 Q2 OPTICS
Nan-nan Li , Long-fei Feng , Shao-jie Ji , Hao-nan Yan , Kun Yang , Di Wang , Xiao-wei Li , Su-juan Liu
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引用次数: 0

Abstract

In this paper, we propose an optimized double-coefficient error diffusion method to suppress the speckle noise in computer-generated holography. The information of the object is recorded as a complex amplitude hologram (CAH). Then, the CAH is converted into a phase-only hologram (POH). In this process, the even and odd row pixels of the CAH are scanned bidirectionally and further processed. The phase error is compensated to two adjacent pixels that have not been visited before. Meanwhile, the optimal diffusion direction and coefficient are selected. The POH is loaded on the spatial light modulator during optical reconstruction. Compared to the traditional double-coefficient error diffusion method, the proposed method is optimized for the pixel scanning direction, error diffusion direction and diffusion coefficient. Finally, the experimental results demonstrate improved reconstruction quality with the proposed method.
全息显示中抑制散斑噪声的优化双系数误差扩散方法
本文提出了一种优化的双系数误差扩散方法来抑制计算机全息图像中的散斑噪声。物体的信息被记录为复振幅全息图(CAH)。然后,将CAH转换成纯相位全息图(POH)。在此过程中,对CAH的奇偶行像素进行双向扫描并进一步处理。相位误差被补偿到两个相邻的以前没有访问过的像素。同时选择了最优扩散方向和扩散系数。在光重建过程中,POH被加载到空间光调制器上。与传统的双系数误差扩散方法相比,该方法对像素扫描方向、误差扩散方向和扩散系数进行了优化。实验结果表明,该方法提高了重建质量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Optics Communications
Optics Communications 物理-光学
CiteScore
5.10
自引率
8.30%
发文量
681
审稿时长
38 days
期刊介绍: Optics Communications invites original and timely contributions containing new results in various fields of optics and photonics. The journal considers theoretical and experimental research in areas ranging from the fundamental properties of light to technological applications. Topics covered include classical and quantum optics, optical physics and light-matter interactions, lasers, imaging, guided-wave optics and optical information processing. Manuscripts should offer clear evidence of novelty and significance. Papers concentrating on mathematical and computational issues, with limited connection to optics, are not suitable for publication in the Journal. Similarly, small technical advances, or papers concerned only with engineering applications or issues of materials science fall outside the journal scope.
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