离焦散斑错位干涉术的逐点滤波分析与应用

通过相关计算,分析了离焦散斑错位干涉术的逐步滤波方法,得到了杨氏条纹的形成及分布特性。讨论了逐点滤波法的实用意义并给出了在缺陷检测中的应用实例。     

散斑剪切干涉条纹特性的实验研究

本文通过位移位相存在的真实性实验、小孔滤波的必要性实验、位移梯度的解相关性实验,证实了散斑剪切于涉术的条纹是由物体变形所引起的“位移位相”和“位移微分位相”以及由位移和位移微分共同决定的“附加位相”之和的余弦条纹。实验证实这种余弦条纹的分布,随着滤波孔的位置而变化,它的衬比随着位移和位移梯度的增大而下降。特别是,当在象面上一点相遇的两个物点的象面散斑位移之差的模值大于散斑的直径时,两者相遇的象点上的条纹消失。     

散斑法中的干涉条纹级数判别及细分方法

本文给出一种判别及细分散斑法中的干涉条纹级数的简单方法。它可以用于确定位移的大小,干涉条纹级数的判别与细分、提高测量精度以及自动分析。     

数值孔径与数字剪切散斑干涉条纹亮度的关系

分析了数字剪切散斑干涉条纹图的形成理论，并获得了条纹亮度与摄象机数值孔径等参数的精确关系式，从理论分析和实验验证均得出在采用小的摄象机数值孔径和３ｍＷ Ｈｅ－Ｎｅ激光器的情况下，仍可获得比较满意的数字剪切散斑干涉条纹图，理论工作及其结论对于进行数字剪切散斑干涉实验的最佳参数选择具有指导作用。     

离焦散斑照相术的错位干涉特性及其应用

通过相关计算和滤波分析,得出了错位干涉的特性,并据此对散斑错位干涉术的应用进行了评论。     

光栅大错位数字散斑干涉术的研究

提出一种新的大借位数字散斑干涉术。它在成像物镜的像方空间放置光栅,利用光栅的衍射原理,使来自参考物和被测物的光波在像面发生干涉。用傅里叶光学原理详细讨论了该方法的基本原理,并对受均布载荷的周界固定方板这一典型试件的离面位移场进行了实测。结果表明,实验值和理论解吻合。报导了一些应用实例。理论和实验表明,该方法不仅具有全息干涉计量术达λ/4的高灵敏度,还具有防震要求低和能在明场环境下进行现场测量的显著优点。     

电子散斑干涉条纹骨架线提取的新方法

电子散斑干涉条纹的强噪声特性使其信噪比过低，常用的图像二值化、细化等算法对散斑干涉条纹的骨架提取都存在一定的不足，文章在对散斑条纹图像平滑去噪、对比度增强的预处理基础上，对其进行边缘提取、填充、细化，从而得到干涉条纹的中心骨架线，提出一种基于MATLAB的散班图像自动处理算法。结果表明：文中提出的干涉条纹的细化方法可以准确地找到骨架线，为获得面内位移场的等位移线图提供了一种新方法。     

相位调制数字散斑干涉术

提出一种可绕Ｚ轴转动的粗糙平板（参考物体）实现相位调制，该方法在不改变电子散斑干涉术（ＥＳＰＩ）或数字散干涉术（ＤＳＰＩ）系统装置的情况下，可用于微小离而位移场（例如最大离面位移为λ）的测量，以及复杂形变的离面位移场的自动测量。     

A carrier method of speckle-shearing interferometry for individual-component patterns of in-plane strain

With single-beam illumination and double-film recording, two fringe carriers are introduced separately into double-exposure recording of speckle-shearing interferometry, so that the deformation of the specimen is recorded in the form of spatial modulation to the frequency of the carrier fringes. By Fourier transform optical-filtering, two strain-modulating fringe carriers are obtained, and these are then processed by digital image processing as grey level images, from which the pattern of the individual in-plane strain is acquired by subtraction of these images.     

旋转剪切散斑干涉法的研究

本文提出一种新的动态散斑照相法——旋转剪切散斑干涉法.文中给出了理论分析和初步的实验结果.该方法不仅能在一张剪切散斑图上记录物体动态变形的全过程,而且在全场滤波分析时能方便地给出任一瞬时物体的变形信息,得到清晰的、高衬比的干涉条纹图.该方法设备简单,用途广泛.     

A semi-automatic method for measuring interferometry fringes: prototype design and first results

A device for automatically obtaining the information contained in holographic interferometry fringes is proposed. The method may be applied to any kind of interferometric fringes. Accuracy has been demonstrated by contrasting the results obtained with our prototype system and those with the single-beam speckle interferometry technique for the measurement of displacements in a plane. The results show good correlation between the two series of measurements.     

New fourth-order partial differential equations for filtering in electronic speckle pattern interferometry fringes

Partial differential equations (PDEs) based methods have been demonstrated to be a powerful tool for filtering in electronic speckle pattern interferometry fringe or wrapped phase patterns. In this paper, we derive the new fourth-order partial differential equations (NFOPDE) with a better performance for filtering in electronic speckle pattern interferometry fringe patterns based on the variational methods. We test the proposed models on two computer-simulated speckle fringe patterns and an experimentally obtained fringe pattern, respectively, and compare our models with the widely used, well-known the second-order selective degenerate diffusion PDE model (SOSDPDE) and the published fourth-order PDE model (PFOPDE). The proposed NFOPDE can overcome the shortages that both the SOSDPDE and PFOPDE encounter. In all cases, our NFOPDE outperforms SOSDPDE and PFOPDE.     

Comparison of phase recovery methods in spiral speckle pattern interferometry correlation fringes

Spiral interferometry can be used as a solution to the problem of sign ambiguity presented in the conventional speckle pattern interferometric technique when the optical phase needs to be reconstructed from a single closed fringe system. Depressions and elevations of the topography corresponding to the object deformation are distinguished by the direction of rotation of the local spiral fringe pattern. In this work, we implement and compare several methods for optical phase reconstruction by analyzing a single image composed of spiral speckle pattern interferometry correlation fringes. The implemented methods are based on contour line demodulation, center line demodulation, Spiral Phase Quadrature Transform and the 2D Riesz transform with multivector structure. Contour line and center line demodulation approaches are exclusively dedicated to images containing a fringe system with spiral structure. The others are based on the 2D Riesz transform, these being well known approaches in conventional interferometry. We examine simulated experiments and analyze some of the emerging drawbacks for solving the phase reconstruction problem by using different mean values of speckle size and background noise levels. We also discuss several numerical procedures that may well improve the efficiency and robustness of the presented numerical implementations. The performance of the implemented demodulation methods is evaluated by using a universal image quality index and therefore a quantitative comparison is also presented.     

散斑条纹的快速高精度处理技术

本文提出一种快速高精度散斑杨氏条纹(斑纹)场处理方法——同态阀值滤波法。用它实现了散斑场条纹的快速、逐点连续高精度处理。     

Contrast and sensitivity of the vibration fringes in time-averaged electronic speckle-pattern interferometry: effect of variations of force level

The time averaged frame subtraction technique is improved by subtracting two Bessel fringe patterns at two different force levels. The technique enables significant enhancement of fringe contrast and increased measurement sensitivity. The contrast and sensitivity of the fringes obtained at different force ratios are investigated. Both theoretical and experimental results are presented.     

Evaluation of the 1D empirical mode decomposition method to smooth digital speckle pattern interferometry fringes

The 1D empirical mode decomposition method is applied to reduce speckle noise in the correlation fringes produced in digital speckle pattern interferometry. This method is based on the decomposition of a signal in a sum of well-behaved fast and slow oscillation modes through a sifting process, which generates a fully data-driven technique. Consequently, this is an adaptive approach and the use of basis functions in the analysis process is not required. The denoised signal is given by the residue obtained after the fast oscillation modes are removed. The performance and limitations of the denoising technique are analyzed using computer simulated fringes and these results are compared with those obtained using a wavelet sub-band removal approach. An application of the EMD method to denoise experimental correlation fringes is also presented.     

用光电二极管列阵测干涉条纹周期的精度分析

分析了用1024单元的光电二极管列阵测量干涉条纹周期时,采样密度对测量精度的影响.采样数据的量化为256,每个干涉条纹的采样点数从10至30左右时,测量精度最高,可优于2×10~(-5).量化小时,最佳采样密度变小.