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Multiple crack propagation by DBEM in a riveted lap-joint

机译:DBEm在铆接搭接中的多次裂纹扩展

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摘要

The fatigue behavior of a riveted lap joint is analyzed with the Dual Boundary Element\udMethod (DBEM). A Multiple Site Damage (MSD) scenario is obtained from the simultaneous\udinitiation, from the most loaded holes, and propagation of different cracks. The analysis is\udbidimensional, with no allowance for secondary bending effects that are judged negligible, due to the\udreduced thicknesses of the involved plates. The lap joint considered has three rivet rows and\udundergoes a uniaxial fatigue load. When the cracks are short in comparison to plate thickness and\udhole diameters the allowance for nonlinear pin-rivet contact condition is provided. Crack faces are\udmeshed using “discontinuous” quadratic elements and Stress Intensity Factors (SIFs) are calculated\udby the J-integral approach. The crack growth rate is calculated by the well-known Paris’ law, getting\uda satisfactory correlation between numerical and experimental findings (the latter available from\udliterature).
机译:采用双重边界元\ udMethod(DBEM)分析了铆接搭接接头的疲劳行为。通过同时进行\数字化,从荷载最大的孔以及不同裂纹的扩展中获得多点损坏(MSD)方案。该分析是多维的,由于所涉及的板的厚度减小了,因此不允许二次弯曲的影响被忽略。所考虑的搭接具有三排铆钉,并且承受单轴疲劳载荷。当裂纹相对于板厚和孔直径较小时,可提供非线性销钉-铆钉接触条件的余量。使用“不连续”二次元对裂纹面进行渗滤,并通过J积分方法计算应力强度因子(SIF)。裂纹扩展速率是根据著名的巴黎定律计算得出的,数值与实验结果之间具有令人满意的相关性(后者可从文献中获得)。

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