The digital image processing technique can be successfully used to quickly measure surface deformations with good accuracy. In a previous paper the authors [1] described a method to measure large strain fields, which is based on digital images processing. A dot grid, previously marked on the surface of the workpiece, is acquired by two CCD cameras from two different view-points. The data are then processed by a stereoscopic procedure, which returns the dot locations in a three-dimensional space. A similar method was developed by Zheng Tan, Merlin and Magnusson [2] in 1992. They evaluated the spatial location of many points, placed in a square grid on the surface of the specimen, by a photogrammetry derived technique. The co-ordinates of the identified are then processed using a method proposed by Sowerby et alii [3, 4], which calculates the principal strain values and directions within triangular elements, whose strain fields is assumed to be constant.
Amodio, D., Broggiato, G., Salvini, P. (1995). Finite Strain Analysis by Image Processing: Smoothing Techniques. STRAIN, 31(3), 151-157.
Finite Strain Analysis by Image Processing: Smoothing Techniques
SALVINI, PIETRO
1995-01-01
Abstract
The digital image processing technique can be successfully used to quickly measure surface deformations with good accuracy. In a previous paper the authors [1] described a method to measure large strain fields, which is based on digital images processing. A dot grid, previously marked on the surface of the workpiece, is acquired by two CCD cameras from two different view-points. The data are then processed by a stereoscopic procedure, which returns the dot locations in a three-dimensional space. A similar method was developed by Zheng Tan, Merlin and Magnusson [2] in 1992. They evaluated the spatial location of many points, placed in a square grid on the surface of the specimen, by a photogrammetry derived technique. The co-ordinates of the identified are then processed using a method proposed by Sowerby et alii [3, 4], which calculates the principal strain values and directions within triangular elements, whose strain fields is assumed to be constant.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.