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An efficient parametrized optical infrared thermography 3D finite element framework for computer vision applications

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Abstract
Matching infrared thermography (IRT) with deep learning-based computer vision has recently gained a lot of interest for automated defect assessment in materials. One of the remaining bottlenecks concerns the necessity of a large and diverse experimental and/or virtual training dataset in order to achieve a sufficiently generalizable computer vision algorithm. This paper presents a parametrized 3D finite element (FE) framework, implemented in Fortran90, for efficiently simulating optical infrared thermographic inspection of multi-layer anisotropic media and establishing large-scale virtual dataset with sufficient diversity. The interface element is introduced for the modelling of an imperfect thermal contact, allowing to simulate a variety of defect types. The flexibility of the interface element makes it possible to simulate delaminations with different thickness using the same dis-cretized model. Validation is done for two benchmark cases which are representative for a fiber reinforced polymer laminate with delamination-like defects. In order to achieve true-to-nature thermographic simulation data, non-uniform heating conditions are adopted from experiment, and a stochastic morphology generator is introduced for modelling realistic irregular defect geometries. To demonstrate the added value of a large, diverse and true-to-nature virtual database for computer vision applications, a Faster-RCNN model was trained on a generated virtual dataset for the detection of delamination-like defects in fiber reinforced polymer laminates. Application of the trained Faster-RCNN on experimental thermographic data yields excellent inference results, illustrating the high generalization ability of the virtually trained object detector.
Keywords
Infrared thermography, Fiber reinforced polymer, Finite element method, Interface element, Computer vision, Virtual dataset, IDENTIFICATION, ENHANCEMENT, DAMAGE, FORM

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MLA
Tong, Zongfei, et al. “An Efficient Parametrized Optical Infrared Thermography 3D Finite Element Framework for Computer Vision Applications.” NDT & E INTERNATIONAL, vol. 135, 2023, doi:10.1016/j.ndteint.2023.102787.
APA
Tong, Z., Hedayatrasa, S., Cheng, L., Pei, C., Chen, Z., Xie, S., & Kersemans, M. (2023). An efficient parametrized optical infrared thermography 3D finite element framework for computer vision applications. NDT & E INTERNATIONAL, 135. https://doi.org/10.1016/j.ndteint.2023.102787
Chicago author-date
Tong, Zongfei, Saeid Hedayatrasa, Liangliang Cheng, Cuixiang Pei, Zhenmao Chen, Shejuan Xie, and Mathias Kersemans. 2023. “An Efficient Parametrized Optical Infrared Thermography 3D Finite Element Framework for Computer Vision Applications.” NDT & E INTERNATIONAL 135. https://doi.org/10.1016/j.ndteint.2023.102787.
Chicago author-date (all authors)
Tong, Zongfei, Saeid Hedayatrasa, Liangliang Cheng, Cuixiang Pei, Zhenmao Chen, Shejuan Xie, and Mathias Kersemans. 2023. “An Efficient Parametrized Optical Infrared Thermography 3D Finite Element Framework for Computer Vision Applications.” NDT & E INTERNATIONAL 135. doi:10.1016/j.ndteint.2023.102787.
Vancouver
1.
Tong Z, Hedayatrasa S, Cheng L, Pei C, Chen Z, Xie S, et al. An efficient parametrized optical infrared thermography 3D finite element framework for computer vision applications. NDT & E INTERNATIONAL. 2023;135.
IEEE
[1]
Z. Tong et al., “An efficient parametrized optical infrared thermography 3D finite element framework for computer vision applications,” NDT & E INTERNATIONAL, vol. 135, 2023.
@article{01HGFXXX2MTQ9JGFC7020QGBGK,
  abstract     = {{Matching infrared thermography (IRT) with deep learning-based computer vision has recently gained a lot of interest for automated defect assessment in materials. One of the remaining bottlenecks concerns the necessity of a large and diverse experimental and/or virtual training dataset in order to achieve a sufficiently generalizable computer vision algorithm. This paper presents a parametrized 3D finite element (FE) framework, implemented in Fortran90, for efficiently simulating optical infrared thermographic inspection of multi-layer anisotropic media and establishing large-scale virtual dataset with sufficient diversity. The interface element is introduced for the modelling of an imperfect thermal contact, allowing to simulate a variety of defect types. The flexibility of the interface element makes it possible to simulate delaminations with different thickness using the same dis-cretized model. Validation is done for two benchmark cases which are representative for a fiber reinforced polymer laminate with delamination-like defects. In order to achieve true-to-nature thermographic simulation data, non-uniform heating conditions are adopted from experiment, and a stochastic morphology generator is introduced for modelling realistic irregular defect geometries. To demonstrate the added value of a large, diverse and true-to-nature virtual database for computer vision applications, a Faster-RCNN model was trained on a generated virtual dataset for the detection of delamination-like defects in fiber reinforced polymer laminates. Application of the trained Faster-RCNN on experimental thermographic data yields excellent inference results, illustrating the high generalization ability of the virtually trained object detector.}},
  articleno    = {{102787}},
  author       = {{Tong, Zongfei and Hedayatrasa, Saeid and Cheng, Liangliang and  Pei, Cuixiang and  Chen, Zhenmao and  Xie, Shejuan and Kersemans, Mathias}},
  issn         = {{0963-8695}},
  journal      = {{NDT & E INTERNATIONAL}},
  keywords     = {{Infrared thermography,Fiber reinforced polymer,Finite element method,Interface element,Computer vision,Virtual dataset,IDENTIFICATION,ENHANCEMENT,DAMAGE,FORM}},
  language     = {{eng}},
  pages        = {{16}},
  title        = {{An efficient parametrized optical infrared thermography 3D finite element framework for computer vision applications}},
  url          = {{http://doi.org/10.1016/j.ndteint.2023.102787}},
  volume       = {{135}},
  year         = {{2023}},
}

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