Deep Learning-Based Approach for Automatic Defect Detection in Complex Structures Using PAUT Data

This paper presents a comprehensive study on automated defect detection in complex structures using phased array ultrasonic testing data, focusing on both traditional signal processing and advanced deep learning methods. As a non-AI baseline, the well-known signal-to-noise ratio algorithm was improved by introducing automatic depth gate calculation using derivative analysis and eliminated the need for manual parameter tuning. Even though this method demonstrates robust flaw indication, it faces difficulties for automatic defect detection in highly noisy data or in cases with large pore zones. Considering this, multiple DL architectures-including fully connected networks, convolutional neural networks, and a novel Convolutional Attention Temporal Transformer for Sequences-are developed and trained on diverse datasets comprising simulated CIVA data and real-world data files from welded and composite specimens. Experimental results show that while the FCN architecture is limited in its ability to model dependencies, the CNN achieves a strong performance with a test accuracy of 94.9%, effectively capturing local features from PAUT signals. The CATT-S model, which integrates a convolutional feature extractor with a self-attention mechanism, consistently outperforms the other baselines by effectively modeling both fine-grained signal morphology and long-range inter-beam dependencies. Achieving a remarkable accuracy of 99.4% and a strong F1-score of 0.905 on experimental data, this integrated approach demonstrates significant practical potential for improving the reliability and efficiency of NDT in complex, heterogeneous materials.

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Publication Details

Journal
Sensors
Published
2025-10-03
DOI
https://doi.org/10.3390/s25196128
Citations
1
Primary Topic
Ultrasonics and Acoustic Wave Propagation
Type
article
Field-Weighted Citation Impact
0.86
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article

Deep Learning-Based Approach for Automatic Defect Detection in Complex Structures Using PAUT Data

Jung-In Choi, Jaesun Lee, Kseniia Barshok
1 citations
Sensors
Ultrasonics and Acoustic Wave Propagation
0.86
article

Deep Learning-Based Approach for Automatic Defect Detection in Complex Structures Using PAUT Data

Jung-In Choi, Jaesun Lee, Kseniia Barshok
article en
1 citations

Abstract

This paper presents a comprehensive study on automated defect detection in complex structures using phased array ultrasonic testing data, focusing on both traditional signal processing and advanced deep learning methods. As a non-AI baseline, the well-known signal-to-noise ratio algorithm was improved by introducing automatic depth gate calculation using derivative analysis and eliminated the need for manual parameter tuning. Even though this method demonstrates robust flaw indication, it faces difficulties for automatic defect detection in highly noisy data or in cases with large pore zones. Considering this, multiple DL architectures-including fully connected networks, convolutional neural networks, and a novel Convolutional Attention Temporal Transformer for Sequences-are developed and trained on diverse datasets comprising simulated CIVA data and real-world data files from welded and composite specimens. Experimental results show that while the FCN architecture is limited in its ability to model dependencies, the CNN achieves a strong performance with a test accuracy of 94.9%, effectively capturing local features from PAUT signals. The CATT-S model, which integrates a convolutional feature extractor with a self-attention mechanism, consistently outperforms the other baselines by effectively modeling both fine-grained signal morphology and long-range inter-beam dependencies. Achieving a remarkable accuracy of 99.4% and a strong F1-score of 0.905 on experimental data, this integrated approach demonstrates significant practical potential for improving the reliability and efficiency of NDT in complex, heterogeneous materials.

SensorsVol. 25(19)
Changwon National University (KR)
Openalex Percentile: Top 24%
Ultrasonics and Acoustic Wave Propagation
0.86
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