Two Parameter J-A Estimation for Weld Centerline Cracks in Welded Single-Edge Cracked Plate Under Tensile Loading

Chuanjie Duan, Shuhua Zhang
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Abstract

This work examines the J–A two-parameter characterization of elastic–plastic crack front fields for weld centerline cracks under tensile loading. Extensive finite element analyses (FEA) have been conducted to obtain solutions of constraint parameter A, which is the second parameter in a three-term elastic-plastic asymptotic expansion for the stress field near the tip of mode-I crack, for modified boundary layer (MBL) model and welded single-edge cracked plate (SECP). Solutions of the constraint parameter A were obtained for the material following the Ramberg-Osgood power law. The crack geometries analyzed include shallow and deep cracks, and remote tension loading levels cover from small-scale to large-scale yielding conditions. The effects of weld material mismatch and weld width on crack tip constraint were considered in the FEA. A constraint parameter AM, only caused by material strength mismatch, is defined and its parametric equation was obtained. The total constraint in the bi-material weldment can be predicted by adding together AM and A in the homogeneous material. Good agreements were achieved for welded SECP specimen with different crack size and weld width from small-scale to large-scale yielding conditions. This methodology would be useful for performing constraint-based elastic-plastic fracture analyses of other welded test specimens.
拉伸载荷作用下焊接单边裂纹板焊缝中心线裂纹的两参数J-A估计
本文研究了拉伸载荷下焊缝中心线裂纹弹塑性前场的J-A双参数表征。对修正边界层(MBL)模型和焊接单边裂纹板(SECP)进行了广泛的有限元分析,得到了约束参数A的解。约束参数A是i型裂纹尖端附近应力场三项弹塑性渐近展开中的第二个参数。得到了材料在Ramberg-Osgood幂律下约束参数A的解。分析的裂纹几何形状包括浅裂纹和深裂纹,远程拉伸加载水平涵盖从小尺度到大尺度的屈服条件。在有限元分析中考虑了焊缝材料错配和焊缝宽度对裂纹尖端约束的影响。定义了仅由材料强度不匹配引起的约束参数增材制造,得到了其参数方程。通过将均质材料中的AM和A加在一起,可以预测双材料焊件中的总约束。对于不同裂纹尺寸和焊缝宽度的焊接SECP试样,从小尺度到大尺度屈服条件都得到了较好的一致性。该方法可用于其它焊接试样的约束弹塑性断裂分析。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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