Defect analysis by computed tomography in metallic materials: Optimisation, uncertainty quantification and classification

This paper presents a methodology to optimise post-processing parameters in X-ray Computed Tomography (CT) for defect detection in metallic materials. The approach addresses three main goals: minimisation of systematic errors in defect reconstruction, quantification of uncertainty, and reliable defect classification. The proposed methodology aims to remove the systematic error that impacts defect reconstruction, thereby improving the accuracy of defect size and morphology assessment, which is essential for fatigue life prediction, particularly in materials produced through additive manufacturing (AM). An iterative comparison between CT-based defect and fractographic measurements is involved to identify the optimal CT post-processing parameters, such as the grey threshold (GT). The methodology was applied to 11 dog-bone-shaped titanium alloy samples (5.5 mm nominal gauge diameter) produced via electron beam melting. The optimisation procedure resulted in a GT value that was 134% of that obtained using a commercial algorithm, effectively removing the systematic uncertainty associated with Murakami’s parameter area . The uncertainty of various defect features, such as equivalent diameter, sphericity and aspect ratio, was calculated by propagating the remaining stochastic uncertainty of area . An unsupervised K-means algorithm categorised unlabelled defects into three major types often encountered in AM: gas pores, keyholes, and lack of fusion. Finally, the labelled defects were processed through a support vector machine to infer the analytical form of the decision boundaries, achieving an accuracy of 99%. • Fractography measurements of defects area as reference values for CT optimisation. • Determination of uncertainty in quantification of defect descriptors. • Defect classification using k-means clustering and support vector machine. • Case study on Ti6Al4V samples produced by electron beam melting.

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Publication Details

Journal
Precision Engineering
Published
2025-09-22
DOI
https://doi.org/10.1016/j.precisioneng.2025.09.008
Citations
1
Primary Topic
Advanced X-ray and CT Imaging
Type
article
Field-Weighted Citation Impact
0.67

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Defect analysis by computed tomography in metallic materials: Optimisation, uncertainty quantification and classification

Francesco De Bona, Alessandro Tognan, Enrico Salvati, Marco Pelegatti et al.
1 citations
Precision Engineering
Advanced X-ray and CT Imaging
0.67
article

Defect analysis by computed tomography in metallic materials: Optimisation, uncertainty quantification and classification

Francesco De Bona, Alessandro Tognan, Enrico Salvati, Marco Pelegatti, M. Pressacco, Emanuele Avoledo, Marco Petruzzi, Riccardo Toninato
article en
1 citations

Abstract

This paper presents a methodology to optimise post-processing parameters in X-ray Computed Tomography (CT) for defect detection in metallic materials. The approach addresses three main goals: minimisation of systematic errors in defect reconstruction, quantification of uncertainty, and reliable defect classification. The proposed methodology aims to remove the systematic error that impacts defect reconstruction, thereby improving the accuracy of defect size and morphology assessment, which is essential for fatigue life prediction, particularly in materials produced through additive manufacturing (AM). An iterative comparison between CT-based defect and fractographic measurements is involved to identify the optimal CT post-processing parameters, such as the grey threshold (GT). The methodology was applied to 11 dog-bone-shaped titanium alloy samples (5.5 mm nominal gauge diameter) produced via electron beam melting. The optimisation procedure resulted in a GT value that was 134% of that obtained using a commercial algorithm, effectively removing the systematic uncertainty associated with Murakami’s parameter area . The uncertainty of various defect features, such as equivalent diameter, sphericity and aspect ratio, was calculated by propagating the remaining stochastic uncertainty of area . An unsupervised K-means algorithm categorised unlabelled defects into three major types often encountered in AM: gas pores, keyholes, and lack of fusion. Finally, the labelled defects were processed through a support vector machine to infer the analytical form of the decision boundaries, achieving an accuracy of 99%. • Fractography measurements of defects area as reference values for CT optimisation. • Determination of uncertainty in quantification of defect descriptors. • Defect classification using k-means clustering and support vector machine. • Case study on Ti6Al4V samples produced by electron beam melting.

Precision EngineeringVol. 97
University of Udine (IT), Danieli (Italy) (IT)
European Regional Development Fund
Openalex Percentile: Top 27%
Advanced X-ray and CT Imaging
0.67
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