典型文献
An Improved Unique Fatigue Crack Growth Rate Curve Model and Determination of the Model Shape Exponents
文献摘要:
It is essential to precisely predict the crack growth, especially the near-threshold regime crack growth under different stress ratios, for most engineering structures consume their fatigue lives in this regime under random loading. In this paper, an improved unique curve model is proposed based on the unique curve model, and the determination of the shape exponents of this model is provided. The crack growth rate curves of some materials taken from the literature are evaluated using the improved model, and the results indicate that the improved model can accurately predict the crack growth rate in the near-threshold and Paris regimes. The improved unique curve model can solve the problems about the shape exponents determination and weak ability around the near-threshold regime meet in the unique curve model. In addition, the shape exponents in the improved model at negative stress ratios are discussed, which can directly adopt that in the unique curve model.
文献关键词:
中图分类号:
作者姓名:
Li Sun;Yingcai Huang;Xiaoping Huang
作者机构:
State Key Lab of Ocean Engineering,Shanghai JiaoTong University,Shanghai,200240,China;Shanghai Waigaoqiao Shipbuilding Co.,LTD.,Shanghai 200137,China
文献出处:
引用格式:
[1]Li Sun;Yingcai Huang;Xiaoping Huang-.An Improved Unique Fatigue Crack Growth Rate Curve Model and Determination of the Model Shape Exponents)[J].哈尔滨工程大学学报(英文版),2022(04):104-115
A类:
Exponents
B类:
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AB值:
0.503922
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