结构工程
低周疲劳
应变能
材料科学
极限抗拉强度
非线性系统
断裂(地质)
拉伤
古德曼关系
应变能密度函数
能量(信号处理)
断裂力学
复合材料
数学
工程类
有限元法
应力集中
物理
统计
医学
量子力学
内科学
作者
Hao Chen,Junzhou Huo,Qiang Gao,Bowen Yang,Kaixuan Han
摘要
ABSTRACT The traditional energy‐life theory derives from the strain‐life theory and is based on the linear damage theory. This paper proposes a new method for predicting low‐cycle fatigue life under symmetrical cyclic loading in response to this issue. The energy conversion law of the Q345B smooth specimen during static tensile and fatigue failure was studied in this paper. A nonlinear cumulative equation for fatigue damage was established with total strain energy as the damage parameter. By establishing the functional relationship between the cumulative total strain energy during fatigue failure and the static tensile fracture energy, the calculation method for critical damage was determined. Then, a new method for predicting the fatigue life of materials under symmetrical cyclic loading was derived. The prediction errors are less than 15%, which is a reduction of more than 30% compared to traditional models. The model can provide a reference for metal structure design.
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