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Finite element based simulation of fatigue crack growth with a focus on elastic-plastic material behavior

机译:基于有限元的疲劳裂纹扩展模拟,重点是弹塑性材料行为

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摘要

The numerical crack growth simulation has become more and more attractive today for reasons of time and economy. The presentation of a procedure for such a simulation of fatigue crack growth in elastic-plastic materials is the aim of this paper. The remeshing of the structure and the subsequent mapping of the status variables from the old mesh to the new one after each step of crack advance are thereby the core characteristics of the proposed procedure. The crack growth life is determined by integration of a crack growth law which is based on the effective range of the stress intensity factor. The results obtained by the procedure for autofrettaged Diesel-engine injection tubes are compared with experimental results and finite element results based on a nodal release scheme. A good agreement between the two numerical analyses and between the results with the proposed procedure and the experimental results concerning the endurance limit can be stated. By looking at the fatigue lives the experimental results are underestimated by the numerical ones.
机译:由于时间和经济原因,数值裂纹增长模拟如今变得越来越有吸引力。本文的目的是提出一种用于模拟弹塑性材料中疲劳裂纹扩展的程序。因此,在裂纹扩展的每个步骤之后,结构的重新定型以及状态变量从旧网格到新网格的映射是所提出程序的核心特征。通过基于应力强度因子的有效范围的裂纹扩展定律的积分来确定裂纹扩展寿命。该程序获得的结果将自动加注柴油机喷油管的结果与基于节点释放方案的实验结果和有限元结果进行比较。可以说明两个数值分析之间以及拟议程序的结果与有关耐力极限的实验结果之间的良好一致性。通过观察疲劳寿命,数值结果低估了实验结果。

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