Deformation measurements by digital image correlation: Implementation of a second-order displacement gradient

被引:0
作者
H. Lu
P. D. Cary
机构
[1] Oklahoma State University,School of Mechanical and Aerospace Engineering
[2] Cessna Aircraft Company,undefined
来源
Experimental Mechanics | 2000年 / 40卷
关键词
Computer vision/digital image processing; data reductions; electronic recording interferometry;
D O I
暂无
中图分类号
学科分类号
摘要
This paper outlines the procedure for refining the digital image correlation (DIC) method by implementing a second-order approximation of the displacement gradients. The second-order approximation allows the DIC method to directly measure both the first- and second-order displacement gradients resulting from nonlinear deformation. Thirteen unknown parameters, consisting of the components of displacement, the first- and second-order displacement gradients and the gray-scale value offset, are determined through optimization of a correlation coefficient. The previous DIC method assumes that the local deformation in a subset of pixels is represented by a first-order Taylor series approximation for the displacement gradient terms, so actual deformations consisting of higher order displacement gradients tend to distort the infinitesimal strain measurements. By refining the method to measure both the first- and second-order displacement gradients, more accurate strain measurements can be achieved in large-deformation situations where second-order deformations are also present. In most cases, the new refinements allow the DIC method to maintain an accuracy of ±0.0002 for the first-order displacement gradients and to reach ±0.0002 per pixel for the second-order displacement gradients.
引用
收藏
页码:393 / 400
页数:7
相关论文
共 29 条
[1]  
Peters W.H.(1982)Digital Imaging Techniques in Experimental Stress Analysis Opt. Eng. 21 427-432
[2]  
Ranson W.F.(1983)Determination of Displacements Using an Improved Digital Image Correlation Method Image Vision Computing 1 133-139
[3]  
Sutton M.A.(1986)Application of an Optimized Digital Image Correlation Method to Planar Deformation Analysis Image Vision Computing 4 143-150
[4]  
Wolters W.J.(1989)Digital Image Correlation Using Newton-Raphson Method of Partial Differential Correction Experimental Mechanics 29 261-267
[5]  
Peters W.H.(1993)Accurate Measurement of Three-dimensional Deformations in Deformable and Rigid Bodies Using Computer Vision Experimental Mechanics 33 123-132
[6]  
Ranson W.F.(1998)Submicron Deformation Field Measurements: Part 1. Developing a Digital Scanning Tunneling Microscope Experimental Mechanics 38 18-23
[7]  
McNeil S.R.(1998)Submicron Deformation Field Measurements: Part 2. Improved Digital Image Correlation Experimental Mechanics 38 86-91
[8]  
Sutton M.A.(1998)Submicron Deformation Field Measurements: Part 3. Demonstration of Deformation Determinations Experimental Mechanics 38 154-160
[9]  
Cheng M.(1997)Surface Deformation Measurements of a Cylindrical Specimen by Digital Image Correlation Experimental Mechanics 37 433-439
[10]  
Peters W.H.(undefined)undefined undefined undefined undefined-undefined