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Signal Analysis
Application of neural networks for recognizing rail structural elements in magnetic and eddy current defectograms
E. V. Kuzmina, O. E. Gorbunovb, P. O. Plotnikovb, V. A. Tyukinb, V. A. Bashkina a P.G. Demidov Yaroslavl State University,
14 Sovetskaya str., Yaroslavl, 150003 Russia
b Center of Innovative Programming, NDDLab,
144 Soyuznaya str., Yaroslavl, 150008, Russia
Abstract:
To ensure traffic safety of railway transport, non-destructive test of rails is regularly carried out by using various approaches and methods, including magnetic and eddy current flaw detection methods.
An automatic analysis of large data sets (defectgrams) that come from the corresponding equipment is an actual problem.
The analysis means a process of determining the presence of defective sections along with identifying structural elements of railway tracks on defectograms.
This article is devoted to the problem of recognition of rail structural element images in magnetic and eddy current defectograms.
Three classes of rail track structural elements are considered:
1) a bolted joint with straight or beveled connection of rails, 2) a butt weld of rails, and 3) an aluminothermic weld of rails.
Images that cannot be assigned to these three classes are conditionally considered as defects and are placed in a separate fourth class.
For image recognition of structural elements in defectograms a neural network is applied. The neural network is implemented by using the open library TensorFlow.
To this purpose each selected (picked out) area of a defectogram is converted into a graphic image in a grayscale with size of 20$\times$39 pixels.
Keywords:
nondestructive testing, magnetic and eddy current testing, rail flaw detection, automated analysis of defectograms, neural networks.
Received: 01.10.2018 Revised: 23.11.2018 Accepted: 30.11.2018
Citation:
E. V. Kuzmin, O. E. Gorbunov, P. O. Plotnikov, V. A. Tyukin, V. A. Bashkin, “Application of neural networks for recognizing rail structural elements in magnetic and eddy current defectograms”, Model. Anal. Inform. Sist., 25:6 (2018), 667–679
Linking options:
https://www.mathnet.ru/eng/mais655 https://www.mathnet.ru/eng/mais/v25/i6/p667
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Abstract page: | 378 | Full-text PDF : | 468 | References: | 24 |
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