Development Of A Neural Network Embedding For Quantifying Crack Pattern Similarity In Masonry Structures

Conference Paper (2021)
Affiliation
Copyright
© 2021 Árpád Rózsás, Arthur Slobbe, Wyke Huizinga, Maarten Kruithof, Giorgia Giardina
More Info
expand_more
Publication Year
2021
Language
English
Copyright
© 2021 Árpád Rózsás, Arthur Slobbe, Wyke Huizinga, Maarten Kruithof, Giorgia Giardina
Affiliation
Pages (from-to)
1905-1916
ISBN (print)
978-84-123222-0-0
Reuse Rights

Other than for strictly personal use, it is not permitted to download, forward or distribute the text or part of it, without the consent of the author(s) and/or copyright holder(s), unless the work is under an open content license such as Creative Commons.

Abstract

The degree of similarity between damage patterns often correlates with the likelihood of having similar damage causes. Therefore, deciding whether crack patterns are similar is one of the key steps in assessing the conditions of masonry structures. To our knowledge, no literature has been published regarding masonry crack pattern similarity measures that would correlate well with assessment by structural engineers. Hence, currently, similarity assessments are solely performed by experts and require considerable time and effort. Moreover, it is expensive, limited by the availability of experts, and yields only qualitative answers. In this work, we propose an automated approach that has the potential to overcome the above shortcomings and perform comparably with experts. At its core is a deep neural network embedding that can be used to calculate a numerical distance between crack patterns on comparable façades. The embedding is obtained from fitting a deep neural network to perform a classification task; i.e., to predict the crack pattern archetype label from a crack pattern image. The network is fitted to synthetic crack patterns simulated using a statistics-based approach proposed in this work. The simulation process can account for important crack pattern characteristics such as crack location, orientation, and length. The embedding transforms a crack pattern (raster image) into a 64-dimensional real-valued vector space where the closeness between two vectors is calculated as the cosine of their angle. The proposed approach is tested on 2D façades with and without openings, and with synthetic crack patterns that consist of a single crack and multiple cracks.

Files

License info not available