巴黎法
材料科学
强度因子
增长率
尺度不变性
不变(物理)
冶金
裂缝闭合
长度刻度
结构工程
比例(比率)
断裂力学
复合材料
数学
机械
几何学
工程类
物理
统计
量子力学
数学物理
作者
Viktor Norman,Max Ahlqvist,Thomas R. Mattsson
标识
DOI:10.1016/j.ijfatigue.2024.108545
摘要
The length-scale dependence of fatigue crack growth is evaluated for a set of metallic materials, namely titanium Ti-6Al-4V, ductile iron EN-GJS-500-7 and tool steel AISI H13, by performing fatigue crack growth tests on geometrically similar compact C(T) specimens of different sizes. With references to length-scale-invariant variables, notably the crack growth rate normalised by the specimen width, it is demonstrated that fatigue crack growth is not a length-scale-invariant process for the tested conditions. In particular, the length-scale dependence is less significant for larger specimens and at longer crack lengths. The test results also contradict the hypothesis of similitude, i.e., that the growth rate is uniquely related to the stress-intensity-factor range, as smaller specimens manifest a higher growth rate when compared at the same stress-intensity-factor range. The observations are in line with presented fracture-mechanical demonstrations, which show that the Paris–Erdogan law depends on the length scale whenever fatigue crack growth is anticipated to be scale invariant.
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