医学层析图像的计算全息三维可视化

提出了一种医学层析图像的计算全息三维可视化技术。首先研究了层析图像序列的三维信息融合,将层析图像序列的二维信息融合成三维信息,用计算全息图的方法进行三维信息记录。然后结合空间光调制器的结构特性,对全息系统的空间频率、参物光夹角、取样间隔以及全息再现像的再现区域和视角等进行了讨论和分析,并设置了相关参数,使计算全息系统与电子显示系统相匹配。最后用液晶空间光调制器作为全息图显示载体,用计算机控制全息图的实时输出,用雾屏承载三维空间再现像,建立三维图像光电再现与实时显示系统,实现层析图像序列的三维可视化,给出了理论分析与实验结果。     

基于结构照明和BP神经网络的三维物体识别

提出一种具有旋转不变性的三维物体识别的新方法,该方法通过结构光照明的方法,使物体的高度分布以变形条纹的形式编码于二维强度图中,由于条纹图包含有物体的高度分布信息,因此对条纹的相关识别具有本征三维识别的特点.旋转不变性是通过BP神经网络实现的.计算机模拟结果表明,用二维强度像的基频分量做训练样本设计BP神经网络,选择训练样本和隐藏层神经元的数目,基于结构光编码的BP神经网络对三维物体具有良好的旋转不变识别效果.     

全息空间三维显示研究

本文基于计算全息、光电衍射再现及散射成像等技术,研究全息空间三维显示,利用随机相位抑制全息空间三维再现像的散斑噪声,实现高分辨率全息空间三维显示。同时,测试不同厚度的散射介质屏对三维成像的影响,探究全息空间三维显示的亮度变化规律。     

计算机-光学联合制作宽视角体视全息图

提出了一种用计算机和光学方法相结合制作大视角白光再现全息图方法,该方法充分利用光学方法和计算机制全息图方法的各自特点以达到对任意三维物体的立体图象重构。     

新型双通道计算全息图

提出了一种新的制作双通道计算全息图的方法.通过在一张全息图中同时记录一个物体傅里叶频谱的复共轭信息和另一个物体的傅里叶频谱信息,重新设计计算全息图的抽样单元,使输入的两个平面物体,同时再现在同一衍射级的相同或不同方向上,再现的两个像在空间完全分离开来,从而实现了载波信息的通道变化.该方法已经在实验中得到了印证,文中给出了相应的原理和实验结果.     

利用菲涅尔波带法计算三维全息

根据全息理论,从点光源菲涅尔全息图的计算出发,提出一种利用主菲涅尔波带计算三维物体菲涅尔全息图的方法。通过读取 3DS 文件直接获得三维物体表面各点的空间位置信息,模仿物理全息计算出点的菲涅尔图,将组成三维物体的各点的菲涅尔波带叠加从而获得三维物体的全息图。该方法区别于用菲涅尔衍射公式的传统全息计算,用加法运算代替指数、乘除运算,从而大大加快了计算输出全息图的速度,且具有信息连续、无冗余信息等特点。实验对由 1060 个采样点组成的物体进行全息计算,生成一幅 1024×768 的全息图,所需时间为 83s。     

用空间光调制器实现全息再现像的实时重构

针对目前实现大视角数字全息图实时动态再现的难点,提出了一种基于液晶空间光调制器用分时再现原理实现大视角数字全息图实时动态显示的新方法.分析了大视角全息图的计算原理和利用空间光调制器进行分时再现的技术原理,并提出了空间多屏拼接的方法.利用经改造的液晶背投影光学引擎系统设计了实验系统,对计算得到的全息图阵列进行了相应的处理以符合原投影系统RGB信号的传榆,处理后的全息图阵列由计算机控制以60Hz的频率输出到光学引擎.实验结果表明,可以观察到大视角全息图的动态再现像.     

先验知识辅助的条纹投影动态三维形貌测量

为改进条纹投影动态三维测量系统性能,根据动态物体三维形貌测量的特点提出了两步法测量方案：1)通过测量运动前物体或CAD模型,获得物体初始三维形貌及二维图像中特征点对应的三维坐标;2)进行物体运动变化过程的三维测量。通过检测动态图像中的特征点,根据二维、三维坐标对应关系计算物体不同时刻的运动参数,再由初始形貌估计出物体的近似形貌,以此来计算该时刻条纹图的近似相位。然后结合该近似相位及实际条纹的截断相位计算得到展开相位,最后获得该时刻物体的三维形貌。与时间相位展开法相比,该方案在相同测量精度下提高了测量速度;而与空间相位展开法相比,该方案在相同测量速度下提高了测量可靠度,并且不受条纹不连续影响。采用DLP投影仪和高速摄像机搭建了静态、动态双模式三维测量系统,实现了1280×1024点及70 f/s的三维形貌测量。实验结果表明该方案不但可以对刚体运动物体进行测量,而且对非刚体运动物体,只要其形变引起的条纹变化不超过半个周期也能够测量。同时,提出的方法对相邻时刻物体位姿变化有较大的容限。     

可见光与热像融合的三维温度模型重建

热像仪因其能够通过检测物体表面热辐射而产生温度图像,近年来被广泛应用于多种工业场合.然而,由于热像图缺少直观的几何信息,当物体表面温度相近时,难以通过人眼分辨物体特征差异.为了解决这个问题,提出了一种结合可见光几何信息与热像图温度信息的三维模型重建方法.首先使用自制标定板进行可见光相机与热像仪的校正;随后,通过运动恢复...     

同轴数字全息视频动态跟踪处理实验

用数字全息进行动态观测时,由于不同物体记录距离不同,且不断地变化,再现像不能始终处于清晰状态。本文提出了利用同轴数字全息视频技术实现在三维空间内对运动物体进行连续动态观测的方法,研究了其中的动态跟踪聚焦算法和视频处理算法。利用上一帧再现像中观测物体的中心位置作为下一帧全息再现中聚焦窗口的中心位置,使聚焦窗口始终跟随观测目标移动,从而保证处理全息视频时每一帧再现像都能准确自动聚焦,使再现视频中要观测的目标始终处于清晰状态。采用上一帧的聚焦距离为下一帧再现距离的搜索中心、避免处理不同全息图时的重复运算等方式来提高数字全息视频的处理速度。实验结果表明,本文提出的数字全息视频成像技术能实现在三维空间内对某一特定运动物体进行连续动态观测。     

Interlacing technique approach for the synthesis of kinoforms

An interlacing technique algorithm is proposed for the synthesis of kinoforms. The conventional iterative methods are quite powerful for optimizing kinoforms, but there is still a large reconstruction error for a quantized kinoform. We suggest the use of a number of subkinoforms interlaced together to synthesize a multikinoform for reconstructing the desired image. The idea of our interlacing technique is to increase the size of a kinoform to reduce the reconstruction error. The first subkinoform is generated from the desired image. Other subkinoforms are generated from the error images between the desired image and the image reconstructed from the previous subkinoforms. A theoretical analysis shows that the reconstruction error will be reduced as the number of subkinoforms is increased. Simulation results show that our interlacing method can reduce the reconstruction error more than do the conventional iterative methods and that the reconstructed image can be improved.     

Error reduction of quantized kinoforms by means of increasing the kinoform size

There are two kinds of method that utilize the redundancy in kinoform domains for reducing the reconstruction errors of quantized kinoforms. One is the iterative-dummy area (IDA) method, which increases the kinoform size indirectly by the addition of a dummy area to the desired image. The other is the interlacing technique (IT), which increases the kinoform size directly by the interlacing of a number of subkinoforms whose sizes are the same as the desired image. We compare the error reduction of quantized kinoforms between these two methods. Simulation results show that reconstruction errors from the IT method can be reduced further and faster than those from the IDA method when the kinoform size is increased to larger than 4 x 4 times the size of the desired image.     

Design of fan-out kinoforms in the entire scalar diffraction regime with an optimal-rotation-angle method

An algorithm for the design of diffractive optical phase elements (kinoforms) that give rise to fan-out (i.e., spot) patterns was developed and tested. The algorithm is based on the Helmholtz-Kirchhoff rigorous scalar diffraction integral for the evaluation of the electric field behind the kinoform. The optimization of the kinoform phase modulation is performed with an efficient optimal-rotation-angle method. The algorithm permits any spatial configuration of the locations of the desired spots. For example, the spots (all or some) can be located at large angles to the optical axis (nonparaxial case) or they can be located in the near near field of the kinoform, i.e., where the Fresnel approximation is no longer valid. Two examples of fabricated kinoforms designed with this algorithm are presented.     

3D Nanoprinted Plastic Kinoform X‐Ray Optics

High‐performance focusing of X‐rays requires the realization of very challenging 3D geometries with nanoscale features, sub‐millimeter‐scale apertures, and high aspect ratios. A particularly difficult structure is the profile of an ideal zone plate called a kinoform, which is manufactured in nonideal approximated patterns, nonetheless requires complicated multistep fabrication processes. Here, 3D fabrication of high‐performance kinoforms with unprecedented aspect ratios out of low‐loss plastics using femtosecond two‐photon 3D nanoprinting is presented. A thorough characterization of the 3D‐printed kinoforms using direct soft X‐ray imaging and ptychography demonstrates superior performance with an efficiency reaching up to 20%. An extended concept is proposed for on‐chip integration of various X‐ray optics toward high‐fidelity control of X‐ray wavefronts and ultimate efficiencies even for harder X‐rays. Initial results establish new, advanced focusing optics for both synchrotron and laboratory sources for a large variety of X‐ray techniques and applications ranging from materials science to medicine.     

Fast acquisition system for digital holograms and image processing for three-dimensional display with data manipulation

A three-dimensional (3D) digital holographic display system with image processing is presented. By use of phase-shifting digital holography, we obtain the complex amplitude of a 3D object at a recording plane. Image processing techniques are introduced to improve the quality of the reconstructed 3D object or manipulate 3D objects for elimination and addition of information by modifying the complex amplitude. The results show that the information processing is effective in such manipulations of 3D objects. We also show a fast recording system of 3D objects based on phase-shifting digital holography for display with image processing. The acquisition of 3D object information at 500 Hz is demonstrated experimentally.     

Speckle-noise reduction on kinoform reconstruction using a phase-only spatial light modulator

Random-phase distributions that are statistically independent individually are used for computing kinoforms. These uncorrelated kinoforms are recorded and read out sequentially by a phase-only liquid-crystal spatial light modulator, and reconstructed images with well-developed speckles are added. The fidelity of the resultant image to an original is improved as the number of additions increases. The dependence of the speckle contrast on the initial random phase and the influence of the liquid-crystal spatial light modulator's display performance on the image quality are discussed.     

Error dependence of quantized kinoform reconstruction on the position of the desired image

Two-dimensional Fourier transform kinoforms can be calculated by use of a discrete Fourier transform. It is well known that the off-axis reconstruction has lower reconstruction error than the on-axis one. Here we make what to our knowledge is a new analysis on the effect of phase quantization in the Fourier domain. We find that the kinoform reconstruction error changes periodically according to the position of the desired image when a large dummy area is added. The error dependence of quantized kinoform reconstruction is simulated on the position of the desired image by use of the iterative dummy area method and the iterative interlacing technique.     

Kinoforms designed to produce different fan-out patterns for two wavelengths

Kinoforms (diffractive optical elements) were designed to produce different fan-out (i.e., spot) patterns when illuminated with green (543-nm wavelength) and red (633-nm) light. Three design examples are presented, each using one of three different techniques for this wavelength discrimination. If the fan-out pattern is to be produced in the near field (Fresnel region) of the kinoform, focusing-defocusing distinguishes between the two colors. For a far-field pattern the color distinction can be obtained either by active suppression of unwanted spots, which also decreases the diffraction efficiency, or, preferably, by an increase in the maximum phase modulation of the kinoform (to more than 2pi rad). All three examples were designed with a method based on the full scalar wave equation and optimal-rotation-angle optimization. The designed kinoforms were manufactured and performed, at least qualitatively, as predicted by the design.     

Kinoform design with an optimal-rotation-angle method

Kinoforms (i.e., computer-generated phase holograms) are designed with a new algorithm, the optimalrotation- angle method, in the paraxial domain. This is a direct Fourier method (i.e., no inverse transform is performed) in which the height of the kinoform relief in each discrete point is chosen so that the diffraction efficiency is increased. The optimal-rotation-angle algorithm has a straightforward geometrical interpretation. It yields excellent results close to, or better than, those obtained with other state-of-the-art methods. The optimal-rotation-angle algorithm can easily be modified to take different restraints into account; as an example, phase-swing-restricted kinoforms, which distribute the light into a number of equally bright spots (so called fan-outs), were designed. The phase-swing restriction lowers the efficiency, but the uniformity can still be made almost perfect.     

Secure three-dimensional data transmission and display

An optical three-dimensional (3D) display system interfaced with digital data transmission is proposed. In this system, an original 3D object is encrypted by use of a random phase mask and then the encrypted pattern is recorded as a digital hologram. The digital hologram key is also recorded for optical decryption. Both the encrypted digital hologram and the digital hologram key are transmitted to a receiver through a conventional communication data channel. At the receiver, the 3D scene is reconstructed and displayed optically in a retrieval system based on a joint-transform correlation. Experimental results are presented. We investigate the influence of quantization of the joint power spectrum in the optical correlator on the quality of the reconstructed image.