A model to quantify fatigue crack growth by cyclic damage accumulation calculated by strip-yield procedures

Samuel Elias Ferreira, J. Castro, M. Meggiolaro
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引用次数: 2

Abstract

Elber's hypothesis that DeltaKeff can be assumed as the driving force for fatigue crack growth (FCG) is the basis for strip-yield models widely used to predict fatigue lives under variable amplitude loads, although it does not explain all load sequence effects observed in practice. To verify if these models are indeed intrinsically better, the mechanics of a typical strip-yield model is used to predict FCG rates based both on Elber's ideas and on the alternative view that FCG is instead due to damage accumulation induced by the cyclic strain history ahead of the crack tip, which does not need or use DeltaKeff ideas. The main purpose here is to predict FCG using the cyclic strains induced by the plastic displacements calculated by strip-yield procedures, assuming there are strain limits associated both the with the FCG threshold and with the material toughness. Despite based on conflicting principles, both models can reproduce quite well FCG data, a somewhat surprising result that deserves to be carefully analyzed.
用带屈服法计算循环损伤累积来量化疲劳裂纹扩展的模型
Elber假设DeltaKeff可以作为疲劳裂纹扩展(FCG)的驱动力,这是广泛用于预测变幅载荷下疲劳寿命的条形屈服模型的基础,尽管它并不能解释实践中观察到的所有载荷序列效应。为了验证这些模型是否确实在本质上更好,根据Elber的观点和另一种观点,即FCG是由于裂纹尖端之前的循环应变历史引起的损伤积累,而不需要或使用DeltaKeff的观点,使用典型的带状屈服模型的力学来预测FCG速率。这里的主要目的是使用由带状屈服程序计算的塑性位移引起的循环应变来预测FCG,假设存在与FCG阈值和材料韧性相关的应变极限。尽管基于相互冲突的原理,但两种模型都能很好地再现FCG数据,这是一个令人惊讶的结果,值得仔细分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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