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On the Relationship Between J-Integral and Crack Tip Opening Displacement in Elastic-Plastic Fracture Mechanics

机译:弹塑性断裂力学中J积分与裂纹尖端开口位移的关系

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The relationship between J-integral (J) and crack tip opening displacement (δ), considered fundamental for elastic-plastic fracture mechanics, can be established based on prior knowledge of the constraint factor m, which depends on the work hardening exponent and the material's yield strain. Both J and δ were simultaneously determined at fracture initiation and at different points along the resistance curves for a number of structural steels. The corresponding m values were calculated and then compared with the predictions made by different models. The results indicate that the experimentally determined m values are in fair agreement with the predictions made by ASTM over the whole range of flow parameters considered in this study. The Hutchinson-Rice-Rosengren singularity-based predictions result in overestimating m for steels considered to be of low strength and high strain hardening exponent. Predictions made by other models are predominantly higher in comparison with their experimental counterparts.
机译:J积分(J)和裂纹尖端张开位移(δ)之间的关系(对于弹塑性断裂力学而言是基本的)可以基于约束因子m的先验知识来建立,该知识取决于工作硬化指数和材料的屈服应变。对于许多结构钢,同时在断裂开始时和沿电阻曲线的不同点同时确定了J和δ。计算相应的m值,然后将其与不同模型的预测值进行比较。结果表明,实验确定的m值与ASTM在本研究中考虑的整个流动参数范围内所做的预测相当吻合。基于Hutchinson-Rice-Rosengren奇异性的预测导致高估了被认为具有低强度和高应变硬化指数的钢的m。与其他模型相比,其他模型做出的预测要高得多。

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