有限元法
参数统计
巴黎法
计算
结构工程
数值分析
振动疲劳
材料科学
扩展有限元法
断裂力学
疲劳试验
张力(地质)
计算机科学
数学
工程类
算法
裂缝闭合
复合材料
数学分析
压缩(物理)
统计
作者
Danilo D’Angela,Marianna Ercolino
标识
DOI:10.12989/sem.2021.79.5.541
摘要
The paper presents innovative approaches for the simulation of fatigue crack growth (FCG) in metallic compact tension (CT) specimens using finite element (FE) analysis and analytical solution. FE analysis is performed in ABAQUS using the extended finite element method (XFEM) coupled with the direct cyclic low-cycle fatigue (LCF) approach. Novel methods are developed for the computation of the numerical crack growth by processing the analysis outputs. The numerical modelling is validated by considering past experimental data. The analytical solution for the fatigue life evaluation is formally reviewed, and novel fatigue damage descriptors are defined. The influence of the main sample/testing features on numerical and analytical fatigue life is extensively assessed by a parametric study. The discrepancy between the numerical and analytical estimations of the fatigue life of the components is investigated and correlated to the features of the testing/modelling. A statistical-based correction factor is finally proposed in order to enhance the analytical solution.
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