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REVIEW OF AVAILABLE PROBABILISTIC MODELS OF THE CRACK GROWTH PARAMETERS IN THE PARIS EQUATION

机译:巴黎方程裂纹增长参数的可用概率模型综述

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Crack growth rate parameters of the Paris equation are crucial inputs in the engineering critical assessment (ECA) of structures containing flaws. In fracture mechanics based reliability analysis, probabilistic models of these parameters are often used. Despite the considerable body of research in this area, there is significant variability among available models. This paper reviews the current available models in the literature and addresses areas requiring further research with a view to assisting probabilistic flaw assessment. The effect of the existing variability in crack growth model parameters is investigated by fracture mechanics analysis of a case study crack.
机译:Paris方程的裂纹扩展速率参数是包含缺陷的结构的工程关键评估(ECA)的关键输入。在基于断裂力学的可靠性分析中,经常使用这些参数的概率模型。尽管在这一领域进行了大量的研究,但是可用模型之间存在很大的差异。本文回顾了文献中当前可用的模型,并提出了需要进一步研究的领域,以协助概率缺陷评估。通过对案例研究裂纹的断裂力学分析,研究了现有变异性对裂纹扩展模型参数的影响。

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