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首页> 外文期刊>Materials and Manufacturing Processes >A Statistical Approach to the Prediction of Brittle Fracture in Heat-Affected Zones of A707 Steel Welds
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A Statistical Approach to the Prediction of Brittle Fracture in Heat-Affected Zones of A707 Steel Welds

机译:A707钢焊缝热影响区脆性断裂的统计预测方法

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This article presents a statistical approach to the prediction of the variations in fracture toughness of the heat-affected zones in A707 steel welds. Fractographic analyses were first used to determine the inclusion size distributions from the ductile fracture regions that precede the onset of cleavage fracture. The inclusion size distributions were shown to be well characterized by the three-parameter Weibull distribution. Based on the inclusion size distribution, a modified version of the model by Lin, Evans, and Ritchie was used to estimate the statistical variability of the crack-tip opening displacement (fracture toughness). The modification involves the use of a polynomial function in the determination of the dimensionless stress parameter, sigma-tilde_(ij)/(n, theta), in the Hutchinson-Rice-Rasengren (HRR) field solution. This enables a fully analytical solution to be obtained for the critical driving forces associated with specified failure/survival probabilities under elastic-plastic fracture conditions. The comparison showed that the modified model prediction was in good agreement with measured crack-tip opening displacement (fracture toughness) data. Finally, the implications of the results are discussed for the probabilistic design of damage tolerant structures in which cleavage fracture can occur, following an initial stage of ductile tearing by microvoid coalescence.
机译:本文提出了一种统计方法来预测A707钢焊缝中热影响区的断裂韧性变化。分形分析首先用于确定乳沟断裂之前延性断裂区域的包裹体尺寸分布。三参数威布尔分布显示出良好的夹杂物尺寸分布特征。根据内含物的尺寸分布,使用Lin,Evans和Ritchie修改后的模型来估计裂纹尖端开口位移的统计变异性(断裂韧性)。修改涉及在Hutchinson-Rice-Rasengren(HRR)场解中确定无量纲应力参数sigma-tilde_(ij)/(n,theta)时使用多项式函数。这样就可以针对弹塑性断裂条件下与指定的故障/生存概率相关的关键驱动力获得全面的分析解决方案。比较表明,改进后的模型预测与测得的裂纹尖端开口位移(断裂韧性)数据吻合良好。最后,讨论了结果的含义对容忍结构的概率设计的可能性,其中在通过微孔聚结的韧性撕裂的初始阶段之后,可能发生劈裂断裂。

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