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Mechanical heterogeneity and validity of J-dominance in welded joints

机译:焊接接头的机械异质性和J支配有效性

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Fracture criterion of the J-integral finds wide application in the integrity evaluation of welded components, but there exist some confused problems such as the dependence of the fracture toughness on the strength mis-matching and specimen geometry which need to be clarified. It is rough and unsuitable to attribute the variation of J-integral fracture parameter simply to the effect of mechanical heterogeneity. In the present paper, a two-dimensional finite element method is employed to analyze the distribution and variation of crack tip field of welded joints with different strength mis-matching in four kinds of specimen geometry, and then the validity of J-dominance in welded joints is investigated. It is found that the crack tip field of mis-matched joint is different from that of either the weld metal or base metal of which the joint is composed, but it is situated between those of weld metal and base metal. Under the plane strain, there is obvious difference in stress triaxiality for different strength mis-matched joints. The validity of J-dominance in welded joint can not be obtained by comparing whether the stress triaxiality meets that required by the HRR solution because of the existence of mechanical inhomogeneity. By ascertaining if the stress triaxiality of welded joint near the crack tip is dependent of specimen geometry, the conclusion can be arrived at: for plane stress the validity of J-dominance is valid, whilst for plane strain the validity of J-dominance is lost. Based on the above, attempt has been made to point out that the influence of mechanical heterogeneity on the fracture toughness of weldment arises from the variation of constraint intensity-crack tip stress triaxiality. Compared with the effect of mechanical heterogeneity on the stress triaxiality, the losing of validity of J-dominance in mis-matched joint under plane strain may play a more critical role in the variation of J-integral fracture parameter of weldment.
机译:J积分的断裂准则在焊接构件的完整性评估中得到了广泛的应用,但是存在一些困惑的问题,例如断裂韧性对强度失配和试样几何形状的依赖性,这需要加以澄清。将J积分断裂参数的变化仅仅归因于机械异质性的影响是粗糙且不合适的。本文采用二维有限元方法,分析了四种试样几何中不同强度失配的焊接接头裂纹尖端场的分布和变化,进而分析了焊接中J优势的有效性。关节被调查。结果发现,错配接头的裂纹尖端场与组成接头的焊接金属或母材的尖端场不同,但位于焊接金属和母材的裂纹尖端场之间。在平面应变下,不同强度失配接头的三轴应力存在明显差异。由于存在机械不均匀性,无法通过比较应力三轴性是否满足HRR解决方案的要求来获得焊接接头J支配性的有效性。通过确定裂纹尖端附近焊接接头的应力三轴性是否与试样几何形状有关,可以得出以下结论:对于平面应力,J支配性的有效性是有效的,而对于平面应变,J支配性的有效性却丢失了。 。基于以上所述,已尝试指出机械异质性对焊件断裂韧性的影响是由约束强度-裂纹尖端应力三轴性的变化引起的。与机械异质性对应力三轴性的影响相比,平面应变作用下失配接头的J支配有效性的丧失可能在焊件J积分断裂参数的变化中起着更为关键的作用。

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