SHORT-FATIGUE-CRACK GROWTH-RATE MODELING BASED ON THE J-INTEGRAL AS THE CONTROLLING PARAMETER

The local plasticity around the short fatigue crack tip fails to satisfy the basic assumption of linear-elastic fracture mechanics, which will lead to strong nonlinearity between da/dN and stress field strength indicator. Therefore, the elastic-plastic fracture mechanics parameter J-integral is employed to consider the non-uniform stress field. To this end, the in-situ observation system is set up to monitor and measure the short fatigue growth behavior in real time. The indicator ΔJ is analyzed based on recorded three-dimensional geometric parameters of the crack. The quantitative relationship is established to model the short fatigue crack’s growth rate.

Authors

Publication Details

Journal
Materiali in tehnologije
Published
2024-10-07
DOI
https://doi.org/10.17222/mit.2024.1117
Primary Topic
Fatigue and fracture mechanics
Type
article
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article

SHORT-FATIGUE-CRACK GROWTH-RATE MODELING BASED ON THE J-INTEGRAL AS THE CONTROLLING PARAMETER

Pei Chen, Xiaoqin Zha, Yuhao Gao, X.N. Zhang et al.
Materiali in tehnologije
Fatigue and fracture mechanics
article

SHORT-FATIGUE-CRACK GROWTH-RATE MODELING BASED ON THE J-INTEGRAL AS THE CONTROLLING PARAMETER

Pei Chen, Xiaoqin Zha, Yuhao Gao, X.N. Zhang, Xianfu Luo, Kun Fang
article en

Abstract

The local plasticity around the short fatigue crack tip fails to satisfy the basic assumption of linear-elastic fracture mechanics, which will lead to strong nonlinearity between da/dN and stress field strength indicator. Therefore, the elastic-plastic fracture mechanics parameter J-integral is employed to consider the non-uniform stress field. To this end, the in-situ observation system is set up to monitor and measure the short fatigue growth behavior in real time. The indicator ΔJ is analyzed based on recorded three-dimensional geometric parameters of the crack. The quantitative relationship is established to model the short fatigue crack’s growth rate.

Materiali in tehnologijeVol. 58(5)
Openalex Percentile: Top 81%
Fatigue and fracture mechanics
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