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The Research on Stress Intensity Factor of Steel Bridge Members Based on Finite Element Method

机译：基于有限元法的钢桥构件应力强度因子研究

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Ying Li; Jia Qu;
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年度 2015
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1. Experimental and numerical comparisons between finite element method, element-free Galerkin method, and extended finite element method predicted stress intensity factor and energy release rate of cortical bone considering anisotropic bone modelling [J] . Kumar Ajay, Shitole Pankaj, Ghosh Rajesh, Proceedings of the Institution of Mechanical Engineers, Part H. Journal of Engineering in Medicine . 2019,第8期

机译：考虑各向异性骨模拟的实验性和延伸有限元方法预测应力强度因子和皮质骨能量释放率的实验性和数值比较。考虑各向异性骨模拟
2. A finite element based interior collocation method for the computation of stress intensity factors and T-stresses [J] . P.V. Jogdand, K.S.R.K. Murthy Engineering Fracture Mechanics . 2010,第7期

机译：基于有限元的内部配置方法，用于计算应力强度因子和T应力
3. Research on the Plane Multiple Cracks Stress Intensity Factors Based on Stochastic Finite Element Method [J] . Xue Xiaofeng, Feng Yunwen, Ying Zhongwei, 中国航空学报（英文版） . 2009,第003期
4. The Research on Stress Intensity Factor of Steel Bridge Members Based on Finite Element Method [C] . Ying Li, Jia Qu International Conference on Civil Engineering and Transportation . 2015

机译：基于有限元法的钢桥构件应力强度因子研究
5. Error estimator for finite element based stress intensity factor using J integral. [D] . Singh, Hardev. 2008

机译：使用J积分的基于有限元的应力强度因子的误差估计器。
6. Hardening Effect Analysis by Modular Upper Bound and Finite Element Methods in Indentation of Aluminum Steel Titanium and Superalloys [O] . Carolina Bermudo, Lorenzo Sevilla, Francisco Martín, 2017

机译：铝钢钛和高温合金压痕模量上限的有限元分析
7. Research on the Plane Multiple Cracks Stress Intensity Factors Based on Stochastic Finite Element Method [O] . Xiaofeng Xue, Yunwen Feng, Zhongwei Ying, 2009

机译：基于随机有限元法的平面多裂纹应力强度因子研究
8. Strain Energy Release Rate Determination of Stress Intensity Factors by Finite Element Methods. [R] . Walsh, R. M. 1982

机译：应变能量释放率的有限元法确定应力强度因子。

The Research on Stress Intensity Factor of Steel Bridge Members Based on Finite Element Method

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