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Research on stress concentration factor of tube joints under pure bending and torsion loading 被引量:1

Research on stress concentration factor of tube joints under pure bending and torsion loading
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摘要 For fatigue strength design and evaluation as well as for multiaxial fatigue tests analysis of welded structures, the stress concentration factor(SCF) at the weld must be known. In the present study, two common models of multiaxial fatigue tests, tube-plate(TP) model and tube-tube(TT) model are selected as the research objects. SCFs of the two models with various geometric parameters under pure bending and pure torsion loading have been investigated by conducting a series of three-dimensional(3 D) finite element models based on linear elasticity theory. The effect of weld width(w), plate thickness(t), weld toe notch radius(r), and reinforcement angle(θ) on SCF is assessed. The quadratic parametric equations based on t/r are proposed to predict SCFs of the two models, which reveal satisfactory accuracy. For fatigue strength design and evaluation as well as for multiaxial fatigue tests analysis of welded structures, the stress concentration factor(SCF) at the weld must be known. In the present study, two common models of multiaxial fatigue tests, tube-plate(TP) model and tube-tube(TT) model are selected as the research objects. SCFs of the two models with various geometric parameters under pure bending and pure torsion loading have been investigated by conducting a series of three-dimensional(3 D) finite element models based on linear elasticity theory. The effect of weld width(w), plate thickness(t), weld toe notch radius(r), and reinforcement angle(θ) on SCF is assessed. The quadratic parametric equations based on t/r are proposed to predict SCFs of the two models, which reveal satisfactory accuracy.
作者 Hu Xin Yan Renjun Shen Wei Hu Yaoyu He Feng 胡鑫;严仁军;谌伟;胡耀愚;何丰(School of Transportation,Wuhan University of Technology;Key Laboratory of High Performance Ship Technology of Ministry of Education;Hubei Hang Da Technology Co.,Ltd.)
出处 《China Welding》 EI CAS 2019年第1期28-34,共7页 中国焊接(英文版)
基金 supported by the National Natural Science Foundation of China(Grant No.51609185)
关键词 WELDED structures model stress CONCENTRATION GEOMETRIC parameter FINITE ELEMENT welded structures model stress concentration geometric parameter finite element
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