Journal
REMOTE SENSING
Volume 13, Issue 2, Pages -Publisher
MDPI
DOI: 10.3390/rs13020327
Keywords
digital image correlation; template matching; natural hazards; surface deformations; optical remote sensing; time-lapse camera
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Digital Image Correlation (DIC) is a widely-used technique in geoscience and natural hazard studies to measure surface deformations of various geophysical phenomena. Through analyzing different correlation functions and image representations, as well as studying the impact of various noise sources, findings revealed certain methods are more sensitive to noise, while a newly developed similarity function, DOT, demonstrated strong resistance against different noise sources.
Digital image correlation (DIC) is a commonly-adopted technique in geoscience and natural hazard studies to measure the surface deformation of various geophysical phenomena. In the last decades, several different correlation functions have been developed. Additionally, some authors have proposed applying DIC to other image representations, such as image gradients or orientation. Many works have shown the reliability of specific methods, but they have been rarely compared. In particular, a formal analysis of the impact of different sources of noise is missing. Using synthetic images, we analysed 15 different combinations of correlation functions and image representations and we investigated their performances with respect to the presence of 13 noise sources. Besides, we evaluated the influence of the size of the correlation template. We conducted the analysis also on terrestrial photographs of the Planpincieux Glacier (Italy) and Sentinel 2B images of the Bodele Depression (Chad). We observed that frequency-based methods are in general less robust against noise, in particular against blurring and speckling, and they tend to underestimate the displacement value. Zero-mean normalised cross-correlation applied to image intensity showed high-quality results. However, it suffers variations of the shadow pattern. Finally, we developed an original similarity function (DOT) that proved to be quite resistant to every noise source.
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