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Study on Effect of Nonlinear Distribution Stress on Surface Crack Growth at Thick Welded Joints Using Finite Element Analysis

机译:使用有限元分析研究非线性分布应力对厚焊接接头表面裂纹生长的影响

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The local stress increase near the weld toe of welded joints can be subdivided into membrane stress, shell bending stress and the nonlinear distribution stress (NDS) caused by the weld itself. The NDS is often ignored in the stress intensity factor (SIF) estimation of a surface crack at the weld toe, because the influence area of the NDS is very small. However, for thick welded joints, the influence area of the NDS becomes so large that the propagation of small surface cracks will be highly affected. The purpose of this paper is to investigate the effect of the NDS on the surface crack propagation at fillet welds, based on finite element (FE) analysis. A series of transversely loaded butt welds are selected as FE models, because stress increase at the toe of butt welds is just equal to the NDS. For simulating the crack growth at the fillet welds, geometric parameters of the butt welds are assumed to be similar to those of the fillet welds. Finite element model results show that the NDS not only increases the SIF of shallow surface cracks, but also changes the crack shape, which both obviously lead to the fatigue life reduction of welded joints.
机译:焊接接头焊接脚趾附近的局部应力增加可以细分为由焊接本身引起的膜应力,壳体弯曲应力和非线性分布应力(NDS)。在焊接脚趾的表面裂纹的应力强度因子(SIF)估计中通常忽略NDS,因为NDS的影响面积非常小。然而,对于厚焊接接头,ND的影响面积变得如此大,使得小表面裂缝的传播将受到高度影响。本文的目的是探讨NDS对基于有限元(Fe)分析的圆角焊缝表面裂纹传播的影响。一系列横向装载的对接焊接被选为FE模型,因为对接焊缝脚趾处的压力增加恰好等于NDS。为了模拟圆角焊缝处的裂纹生长,假设对接焊缝的几何参数与圆角焊缝的几何参数类似。有限元模型结果表明,NDS不仅增加了浅层表面裂缝的SIF,而且还改变了裂缝形状,这两者都显然导致焊接接头的疲劳寿命减少。

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