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Normalised effective K versus L_r failure assessment diagrams as applied to a flaw in the vicinity of a stress concentration

机译:归一化的有效K与L_r失效评估图,应用于应力集中附近的缺陷

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摘要

Considerable use is now being made of failure assessment diagrams in order to quantify the effect of a defect on the integrity of an engineering structure. Regarding the effect of a sharp crack, it has been shown that the normalized stress intensity (K_r) versus normalized limit load (L_r) failure assessment curve is geometry dependent, this dependence being particularly strong for the case of a crack at the root of a stress concentration (blunt flaw). In this paper, we develop a failure assessment cve for such a situation, in terms of an effective K parameter. K_r is now defined in terms of the blunt flaw depth, but as if the blunt flaw were a sharp crack, and the effect of a crack at the root of the flaw is then described in terms of a modification to the blunt flaw failure assessment curve. This is a more appealing way of visualizing the effect of a sharp crack at the root of a blunt flaw.
机译:现在正在大量使用故障评估图,以便量化缺陷对工程结构完整性的影响。关于尖锐裂纹的影响,已经表明,归一化应力强度(K_r)与归一化极限载荷(L_r)失效评估曲线是几何相关的,这种依赖性对于在裂纹根部出现裂纹的情况尤其重要。应力集中(钝裂纹)。在本文中,我们根据有效的K参数开发了一种针对这种情况的故障评估CVE。现在根据钝的缺陷深度来定义K_r,但是好像钝的缺陷是尖锐的裂纹,然后根据对钝的缺陷破坏评估曲线的修改来描述裂纹在裂纹根部的影响。 。这是一种更直观的可视化方式,可以直观地看到钝裂纹根部的尖锐裂纹的影响。

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