何柏林,魏康.转向架用 SMA490BW 钢对接接头应力集中系数有限元分析[J].表面技术,2015,44(10):74-78.
HE Bo-lin,WEI Kang.FEM Analysis of Stress Concentration Coefficient of SMA490BW Steel Welded Butt Joint for Bogie[J].Surface Technology,2015,44(10):74-78
转向架用 SMA490BW 钢对接接头应力集中系数有限元分析
FEM Analysis of Stress Concentration Coefficient of SMA490BW Steel Welded Butt Joint for Bogie
投稿时间:2015-05-27  修订日期:2015-10-20
DOI:10.16490/j.cnki.issn.1001-3660.2015.10.013
中文关键词:  对接接头  应力集中系数  焊趾  有限元
英文关键词:butt joint  stress concentration coefficient  weld toe  finite element
基金项目:国家自然科学基金(51365014)
作者单位
何柏林 华东交通大学 机电工程学院, 南昌 330013 
魏康 华东交通大学 机电工程学院, 南昌 330013 
AuthorInstitution
HE Bo-lin College of Mechanical and Electrical Engineering, East China Jiaotong University, Nanchang 330013, China 
WEI Kang College of Mechanical and Electrical Engineering, East China Jiaotong University, Nanchang 330013, China 
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中文摘要:
      目的 分析转向架用 SMA490BW 钢对接接头的应力集中系数,提高转向架焊接接头的超高周疲劳性能,保障高速列车的安全可靠运行。 方法 对转向架用 SMA490BW 钢对接接头的超高周疲劳试样进行有限元建模,应用有限元软件 ABAQUS 计算不同焊趾过渡圆弧半径、焊趾倾角下接头的应力集中系数,并通过 Origin 软件分析建立应力集中系数(Kt)与焊趾过渡圆弧半径(r)、焊趾倾角(θ)的关系。 结果当 r = 0. 2 mm,θ 分别为 10°,20°,30°,40°,50°,60°时,Kt 分别为 1. 391,1. 747,1. 976,2. 263,2. 425,2. 525;当 θ= 30°,r 分别为 0. 2,0. 5,1,1. 5,2,2. 5,3,4 mm 时,Kt 分别为 1. 976,1. 763,1. 535,1. 419,1. 345,1. 306,1. 257,1. 201。 结论 应力集中在对接接头焊趾处较大,r 和 θ 对 Kt 有显著影响。 r 相同时,Kt 随 θ 的增大而增大;θ 相同时,Kt 随 r 的增大而减小。 应力集中系数关系方程对于焊趾处应力集中的改善以及转向架对接接头的超声疲劳试样设计具有指导意义。
英文摘要:
      Objective To analyze the stress concentration coefficient of SMA490BW steel butt joint for bogie, which has an important significance for improving VHCF properties of bogie welded structure and ensuring the safe, reliable operation of high-speed train. Methods Finite element model of very high cycle fatigue sample of SMA490BW steel butt joint for bogie was built. The influences of joint geometric parameters (weld edge transition arc radius r,weld toe inclination angle θ) on stress concentration coefficient Kt of weld toe were studied based on the finite element software ABAQUS, and the relationship between the stress concentration coefficient and the geometric parameters was analyzed and established based on regression analysis of Origin software. Results When the weld edge transition arc radius r was 0. 2 mm, the stress concentration coefficient Kt was 1. 391, 1. 747, 1. 976, 2. 263, 2. 425, 2. 525 respectively at weld toe inclination angle θ of 10°, 20°, 30°, 40°, 50°, 60°; when the weld toe inclination angle θ was 30°, the stress concentration coefficient Kt was 1. 976, 1. 763, 1. 535, 1. 419, 1. 345, 1. 306, 1. 257, 1. 201 respectively at weld edge transition arc radius r of 0. 2, 0. 5, 1, 1. 5, 2, 2. 5, 3, 4 mm. Conclusion Stress concentration at weld toe of butt welded joint was relatively large, and weld edge transition arc radius r and weld toe inclination angle θ played important roles in stress concentration coefficient Kt. For the same weld edge transition arc radius r, the stress concentration coefficient Kt at weld toe increased with increasing inclination angle θ. While in the case of the same weld toe inclination angle θ, the stress concentration coefficient Kt at weld toe decreased with increasing transition arc radius r. The stress concentration coefficient equation has a guiding significance to the improvement of stress concentration at weld toe and the design of ultrasonic fatigue sample of butt joint for bogie.
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