论文标题
高对比度,无斑点,真实的3D全息图,通过二进制CGH优化
High-contrast, speckle-free, true 3D holography via binary CGH optimization
论文作者
论文摘要
全息图是实施超出当前二维技术的三维(3D)投影的有前途的方法。 True 3D全息图需要具有高速分辨率和所有3D体素的独立控制的任意3D体积投影的能力。但是,由于斑点,实施具有高重构质量的真实3D全息图一直是一项挑战。在这里,我们提出了实用的解决方案,以结合随机相,时间多路复用,二进制全息和二进制优化,实现无斑点,高对比度,真实的3D全息图。我们采用真正的3D实现的随机阶段,以实现3D体素的完全独立控制的最大轴向分辨率。我们开发了高性能的二进制全息图优化框架,以最大程度地减少二进制量化噪声,该噪声为2D和3D情况提供了准确和高对比度的重建。利用二进制调制的快速运行,实现全彩色高量全息视频投影,而随机相位的斑点噪声则可以通过时间多重速度克服。我们高质量的真实3D全息图可以通过同时投影多个任意密集的图像来实验验证。所提出的方法可以在全息图的各种应用中采用,在其中我们显示了其他证明,即VR和AR近眼显示中现实的真实3D全息图。实现将为下一代全息图打开新的道路。
Holography is a promising approach to implement the three-dimensional (3D) projection beyond the present two-dimensional technology. True 3D holography requires abilities of arbitrary 3D volume projection with high-axial resolution and independent control of all 3D voxels. However, it has been challenging to implement the true 3D holography with high-reconstruction quality due to the speckle. Here, we propose the practical solution to realize speckle-free, high-contrast, true 3D holography by combining random-phase, temporal multiplexing, binary holography, and binary optimization. We adopt the random phase for the true 3D implementation to achieve the maximum axial resolution with fully independent control of the 3D voxels. We develop the high-performance binary hologram optimization framework to minimize the binary quantization noise, which provides accurate and high-contrast reconstructions for 2D as well as 3D cases. Utilizing the fast operation of binary modulation, the full-color high-framerate holographic video projection is realized while the speckle noise of random phase is overcome by temporal multiplexing. Our high-quality true 3D holography is experimentally verified by projecting multiple arbitrary dense images simultaneously. The proposed method can be adopted in various applications of holography, where we show additional demonstration that realistic true 3D hologram in VR and AR near-eye displays. The realization will open a new path towards the next generation of holography.