Fatigue assessment of post weld geometric treated welded joints: A strain energy density-based approach and test data interpretation

Post-welded geometric treatment (PWGT) can effectively mitigate or eliminate weld defects and improve the fatigue performance of weldments. However, quantitatively evaluating the fatigue improvement resulting from PWGT is still a challenge in engineering practice. In this study, finite element-based averaged elastic strain energy (SED) evaluation approaches for both 2D and 3D joints are proposed and validated in advance. The impact of PWGT on fatigue behaviors is investigated utilizing the SED method. More than 300 fatigue data with detailed information provided in the literature, such as joint types, shapes of geometric treatments, and base materials, were collected and analyzed. It turns out that SED, as an effective parameter, is capable of quantitatively characterizing fatigue improvements from PWGT compared to as-welded conditions. The analysis results indicate that the strength of the base material has a significant impact on the fatigue improvement from PWGT. Then, fatigue design curves are proposed corresponding to the strength of base materials and validated by a set of fatigue data of gusset joints. • Investigated fatigue behaviors of PWGT welded joints through analyzing fatigue tests collected from literature. • Classified materials into two groups based on yield strength for accommodating material effects. • Provided SED-N design curves for welded structures with post weld geometric treatments. • Proposed a finite element-based modeling method for evaluating strain energy density in welded structures.

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Publication Details

Journal
Results in Engineering
Published
2025-02-03
DOI
https://doi.org/10.1016/j.rineng.2025.104224
Citations
3
Primary Topic
Fatigue and fracture mechanics
Type
article
Field-Weighted Citation Impact
2.59
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article

Fatigue assessment of post weld geometric treated welded joints: A strain energy density-based approach and test data interpretation

Shangchao Zhao, Jinfeng Zhao, Xiangwei Li, Shizhu Xing et al.
3 citations
Results in Engineering
Fatigue and fracture mechanics
2.59
article

Fatigue assessment of post weld geometric treated welded joints: A strain energy density-based approach and test data interpretation

Shangchao Zhao, Jinfeng Zhao, Xiangwei Li, Shizhu Xing, Fuhao Lu
article en
3 citations

Abstract

Post-welded geometric treatment (PWGT) can effectively mitigate or eliminate weld defects and improve the fatigue performance of weldments. However, quantitatively evaluating the fatigue improvement resulting from PWGT is still a challenge in engineering practice. In this study, finite element-based averaged elastic strain energy (SED) evaluation approaches for both 2D and 3D joints are proposed and validated in advance. The impact of PWGT on fatigue behaviors is investigated utilizing the SED method. More than 300 fatigue data with detailed information provided in the literature, such as joint types, shapes of geometric treatments, and base materials, were collected and analyzed. It turns out that SED, as an effective parameter, is capable of quantitatively characterizing fatigue improvements from PWGT compared to as-welded conditions. The analysis results indicate that the strength of the base material has a significant impact on the fatigue improvement from PWGT. Then, fatigue design curves are proposed corresponding to the strength of base materials and validated by a set of fatigue data of gusset joints. • Investigated fatigue behaviors of PWGT welded joints through analyzing fatigue tests collected from literature. • Classified materials into two groups based on yield strength for accommodating material effects. • Provided SED-N design curves for welded structures with post weld geometric treatments. • Proposed a finite element-based modeling method for evaluating strain energy density in welded structures.

Results in EngineeringVol. 25
CRRC (China) (CN), Dalian Maritime University (CN)
Affordable and clean energy
Openalex Percentile: Top 13%
Fatigue and fracture mechanics
2.59
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