q-factor-based Digital Image Correlation Algorithm: qDIC

Purpose

This repository contains the MATLAB m-files for qDIC along with synthetic example images. The qDIC algorithm determines 2D displacement fields between consecutive images or from a static reference image to a current image, or using a "hybrid" reference updating scheme.

Running qDIC

Software Requirement

MATLAB 2011b (for "griddedInterpolant") and the associated Image Processing Toolbox (for other miscellaneous function calls) are the minimum supported requirements to run this code. Under some circumstances older versions may function using "interpn", but performance and/or accuracy may suffer (and you may have to implement the change to "interpn"). Development is currently under Matlab 2017a (newer versions should be fine) on CentOS 7 and Windows 7/10 x64.

A "basic" version is available (in beta) that supports base Matlab (i.e., with no Toolboxs) with similar performance from https://github.com/ALandauer/qDICb. More up-to-date versions may be found at https://github.com/ALandauer/qDIC, although we occasionally reconcile the two versions

Input Image Requirements

• To check if the images have the required speckle pattern and intensity values for correlation may want to look at our DIC simulator.
• We recommend that the input images should have at least 3 times the subset size as the number of pixels in each dimension. The default subset size is 64px by 64px, meaning the minimum input image size should be 192px by 192px with spacing 8px this gives 25 by 25 measurment points in the image. Practically, to obtain workable spatial resolution for most cases the minimum is 512px by 512px for 65 by 65 points.
• Non-square images are acceptable
• The fundamental image type used for input is .tif (or .mat)
• Out-of-the-box qDIC supports most common Matlab-readable images with our img2mat.m that calls imread, other file formats require simple modification

Running including example case

1. Make sure that the main files are in the current (working) directory for MATLAB.
2. Copy the desired test images test_images directory as needed.
3. Run the exampleRunFile.m file to get 2D displacement fields between the two images. Note that the displacement output is in an nx3 cell array.

Files

• Function files

  • addDisplacements_2D.m
  • checkConvergenceSSD_2D.m
  • DIC.m
  • filterDisplacements_2D.m
  • flagOutliers_2D.m
  • funIDIC.m
  • IDIC.m
  • inc2cum.m
  • FIDICinc2cum.m
  • removeOutliers_2D.m
  • replaceOutliers_2D.m
  • areaMapping_2D.m

• Supplemental .m files from the MATLAB file exchange:

  • inpaint_nans.m
  • mirt2D_mexinterp.m (Optional, not currently in use)

• Example files to run basic qDIC

  • exampleRunFile.m
  • img2mat.m
  • imageCropping.m
  • image_eval.m
  • print_dic_report.m
  • Example test images

FAQ

What are the requirements for the input images?

Please refer to input image requirement.

Can I use qDIC for finding displacement fields in 3D images?

No. But you can use FIDVC, this finds 3D displacements in 3D image stack (i.e. a volumetric image). We do not support any 3D-DIC (stereo) functionality.

Why does the example fail to run?

In many cases where the example images fail to run, the minimum specifications for MATLAB have not been met or settings have been assigned incorrectly. Make sure to read and understand this document, the comments in the code, and our paper (see below) when attempting to use and edit.

Cite

If used please cite: Landauer, A.K., Patel, M., Henann, D.L. et al. Exp Mech (2018). https://doi.org/10.1007/s11340-018-0377-4

@Article{Landauer2018,
author="Landauer, AK
and Patel, M
and Henann, DL
and Franck, C",
title="A q-Factor-Based Digital Image Correlation Algorithm (qDIC) for Resolving Finite Deformations with Degenerate Speckle Patterns",
journal="Experimental Mechanics",
year="2018",
issn="1741-2765",
doi="10.1007/s11340-018-0377-4",
url="https://doi.org/10.1007/s11340-018-0377-4"
}

Contact and support

For questions, please first refer to FAQ and the Franck Lab version release Questions/Issues. Add a new question if similar issue hasn't been reported as a GitHub "Issue". The authors' contact information can be found at Franck Lab or via GitHub.