Detection of internal cracks in polyethylene pipes using ultrasonic imaging and deep learning

• Developed ultrasonic testing (UT) methods for detecting internal cracks in polyethylene (PE) pipes. • Determined crack location using the probabilistic triangulation imaging method. • Characterized crack geometry using convolutional neural network (CNN) model. • Validated model accuracy using independent data from laboratory experiments. This study presents a two-stage ultrasonic testing (UT) approach for detecting and classifying internal cracks in polyethylene (PE) pipes. In the first stage, ultrasonic imaging is performed using a linear array of piezoelectric transducers to identify crack locations. A probabilistic triangulation imaging method is applied to successfully detect the cracks with the depths as small as 20 % of pipe wall thickness. In the second stage, a deep learning model is developed to classify crack severity using the paired transducer corresponding to the location of the imaged crack. A convolutional neural network (CNN) is trained on signal images converted from continuous wavelet transform (CWT). To generate a diverse training dataset, finite element modeling (FEM) is utilized based on preliminary UT experiments and the material damping properties are calibrated with experiments. The CNN model trained on the synthetic database achieves high classification accuracy when validated through laboratory-acquired signals. The results demonstrate that the proposed two-stage approach accurately locates cracks and enables automated severity classification, enhancing UT-based structural health monitoring of PE pipelines.

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Publication Details

Journal
Measurement
Published
2025-04-06
DOI
https://doi.org/10.1016/j.measurement.2025.117491
Citations
8
Primary Topic
Ultrasonics and Acoustic Wave Propagation
Type
article
Field-Weighted Citation Impact
6.91

Funders

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article

Detection of internal cracks in polyethylene pipes using ultrasonic imaging and deep learning

Hao Wang, Giri Venkiteela, Jay Shah, Said El-Hawwat
8 citations
Measurement
Ultrasonics and Acoustic Wave Propagation
6.91
article

Detection of internal cracks in polyethylene pipes using ultrasonic imaging and deep learning

Hao Wang, Giri Venkiteela, Jay Shah, Said El-Hawwat
article en
8 citations

Abstract

• Developed ultrasonic testing (UT) methods for detecting internal cracks in polyethylene (PE) pipes. • Determined crack location using the probabilistic triangulation imaging method. • Characterized crack geometry using convolutional neural network (CNN) model. • Validated model accuracy using independent data from laboratory experiments. This study presents a two-stage ultrasonic testing (UT) approach for detecting and classifying internal cracks in polyethylene (PE) pipes. In the first stage, ultrasonic imaging is performed using a linear array of piezoelectric transducers to identify crack locations. A probabilistic triangulation imaging method is applied to successfully detect the cracks with the depths as small as 20 % of pipe wall thickness. In the second stage, a deep learning model is developed to classify crack severity using the paired transducer corresponding to the location of the imaged crack. A convolutional neural network (CNN) is trained on signal images converted from continuous wavelet transform (CWT). To generate a diverse training dataset, finite element modeling (FEM) is utilized based on preliminary UT experiments and the material damping properties are calibrated with experiments. The CNN model trained on the synthetic database achieves high classification accuracy when validated through laboratory-acquired signals. The results demonstrate that the proposed two-stage approach accurately locates cracks and enables automated severity classification, enhancing UT-based structural health monitoring of PE pipelines.

MeasurementVol. 253
Rutgers, The State University of New Jersey (US), New Jersey Department of Transportation (US)
Pipeline and Hazardous Materials Safety Administration
Openalex Percentile: Top 3%
Ultrasonics and Acoustic Wave Propagation
6.91
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