Measurement Principles of (DIC)

Digital Image Correlation (DIC) is a full-field image analysis method, based on grey value digital images, that can determine the contour and the displacements of an object under load in three dimensions.

Due to rapid new developments in high resolution digital cameras for static as well as dynamic applications, and computer technology, the applications for this measurement method has broadened and DIC techniques have proven to be a flexible and useful tool for deformation analysis.

The dynamic range is wide, with the capability to measure large strains (>100%). The resolution depends on the field of view and is therefore scalable.

Principle of DIC


Material testing (Young's Modulus, Poisson's Ratio, Elasto-Plastic Behaviour)
Fracture mechanics
High Speed applications (Dynamic measurements)
Advanced materials (CFRP, wood, fibre injected PE, metal foam, rubber etc.)
Component testing (Displacements, Strains etc.)
Measurement area: Flexible - mm2 up to m2
Measurement results: Surface contour, 3D displacement and strains
Measuring sensitivity: down to 1/100,000 of the field of view


Using a stereoscopic sensor setup each object point is focused on a specific pixel in the image plane of the respective sensor. Knowing the imaging parameter for each sensor (intrinsic parameter) and the orientation of the sensors with respect to each other (extrinsic parameter), the position of each object point in three dimensions can be calculated.
Using a stochastic intensity pattern on the object surface, the position of each object point in the two images can be identified by applying a correlation algorithm.


The correlation algorithm is based on the tracking of the grey value pattern G(x,y) in small local neighbourhood facets. Due to a loading of the object this pattern is transformed into


Within the correlation algorithm the difference

of these patterns is minimized.

By varying the illumination parameters


and the parameters of the affine transformation


a matching accuracy of better than 0.01 pixel can be achieved.


The quality of the measurement relies on exact know-ledge of the intrinsic and extrinsic parameters of the system. The calibration is easily done by taking images of a calibration panel under different perspective views.

A bundle-adjustment algorithm calculates the in-trinsic parameter (focal length, principal point, distortion parameter) for each camera and their respective orientation, as well as the extrinsic parameter (translation vector and rotation matrix).

Contour measurement

An object point will be identified in the images of the two cameras by applying the correlation algorithm and finding homologous points. Taking the imaging parameters into account the contour of the object can be calculated.

Deformation measurement

Calculating the transformation parameters for images under different loading conditions, both the displacement vector and deformation for each facet can be deter-mined.

Strain calculation

Considering the curvature of the object, the strain can be calculated by the parameter of the affine transformation and by the gradients of the deformation.


Material properties

DIC offers characterization of material parameters far into the range of plastic deformation. Its powerful data analysis tools allow the determination of the location and amplitude of maximum strain, which are important functions in material testing.

Live image (left), maximum principal strain (middle), principal strain (right)

Fracture mechanics

DIC is ideal for fracture mechanics investigation. The full-field measurement delivers exact information about local and global strain distribution, crack growth, and can be used for the determination of important fracture mechanics parameters.

Live image (left) and principal strain (right)

Component test

Deformation analysis on a CFRP (carbon fibre reinforced plastics) structure.

Live image (left) and out-of-plane deformation (right)

The software offers convenient data handling, reliable evaluation and extensive post-processing and analysis capabilities (e.g. determination and visualisation of principal strain).