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Improved Formula for the Stress Intensity Factor of Semi-Elliptical Surface Cracks in Welded Joints under Bending Stress

机译:弯曲应力下焊接接头半椭圆形表面裂纹应力强度因子的改进公式

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摘要

Welded joints are prone to fatigue cracking with the existence of welding defects and bending stress. Fracture mechanics is a useful approach in which the fatigue life of the welded joint can be predicted. The key challenge of such predictions using fracture mechanics is how to accurately calculate the stress intensity factor (SIF). An empirical formula for calculating the SIF of welded joints under bending stress was developed by Baik, Yamada and Ishikawa based on the hybrid method. However, when calculating the SIF of a semi-elliptical crack, this study found that the accuracy of the Baik-Yamada formula was poor when comparing the benchmark results, experimental data and numerical results. The reasons for the reduced accuracy of the Baik-Yamada formula were identified and discussed in this paper. Furthermore, a new correction factor was developed and added to the Baik-Yamada formula by using theoretical analysis and numerical regression. Finally, the predictions using the modified Baik-Yamada formula were compared with the benchmark results, experimental data and numerical results. It was found that the accuracy of the modified Baik-Yamada formula was greatly improved. Therefore, it is proposed that this modified formula is used to conveniently and accurately calculate the SIF of semi-elliptical cracks in welded joints under bending stress.
机译:焊接接头由于存在焊接缺陷和弯曲应力而容易产生疲劳裂纹。断裂力学是一种有用的方法,可以预测焊接接头的疲劳寿命。使用裂缝力学进行此类预测的关键挑战是如何准确计算应力强度因子(SIF)。 Baik,Yamada和Ishikawa基于混合方法,开发了一种计算弯曲应力下焊接接头SIF的经验公式。但是,在计算半椭圆形裂纹的SIF时,该研究发现,在比较基准结果,实验数据和数值结果时,Baik-Yamada公式的准确性较差。本文确定并讨论了Baik-Yamada公式的精度降低的原因。此外,通过理论分析和数值回归,开发了一个新的校正因子并将其添加到Baik-Yamada公式中。最后,将使用改进的Baik-Yamada公式进行的预测与基准结果,实验数据和数值结果进行了比较。发现改进的Baik-Yamada公式的准确性大大提高。因此,建议采用该修正公式方便,准确地计算弯曲应力作用下焊接接头半椭圆形裂纹的SIF。

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