Volume 37 Issue 5
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XUE Gang. Analysis of Mechanical Properties of Welded Joints Based on Mises Yield Criterion and I1 Fracture Criterion[J]. Development and Application of Materials, 2022, 37(5): 1-10.
Citation: XUE Gang. Analysis of Mechanical Properties of Welded Joints Based on Mises Yield Criterion and I1 Fracture Criterion[J]. Development and Application of Materials, 2022, 37(5): 1-10.
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Analysis of Mechanical Properties of Welded Joints Based on Mises Yield Criterion and I1 Fracture Criterion

  • Luoyang Ship Material Research Institute, Luoyang 471023, China

  • Received Date: 2021-12-07
    Available Online: 2022-11-12
    Abstract
  • The Mises equivalent stress σ and the first stress invariant I1 were derived by considering the welding residual stress, loading stress and hydrogen induced stress; The influence of residual stress and hydrogen stress on yield behavior is analyzed theoretically, and the expression of apparent yield stress [σs] under unidirectional stress is derived; The influence of residual stress and hydrogen stress on fracture behavior is analyzed theoretically, and the expression of apparent fracture stress [Ib] under unidirectional stress state and the expression of eigenvalue Is1 under apparent yield state are derived.

     

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    • References(13)
  • [1]
    (苏)皮萨林科(Г.С.Писаренко), (苏)列别杰夫(А.А.Лебедев). 复杂应力状态下的材料变形与强度[M]. 江明行, 译. 北京: 科学出版社, 1983.
    [2]
    薛钢. 基于应力第一不变量I1的断裂准则假设[J]. 材料开发与应用, 2014, 29(6): 1-5.
    [3]
    薛钢, 宫旭辉, 高珍鹏,等. 近似二维应力状态下I1断裂准则假设有效性的试验验证[J]. 材料开发与应用, 2018, 33(3): 1-9.
    [4]
    薛钢. 承受单向静拉应力的有限宽板双边对称裂纹尖端I1/σmises的分布函数[J]. 材料开发与应用, 2016, 31(1): 8-12.
    [5]
    薛钢. 各向同性均质材料典型断裂行为的I1断裂准则适用性分析[J]. 材料开发与应用, 2018, 33(4): 1-5.
    [6]
    薛钢, 王涛, 杨超飞,等. 基于I1断裂准则的铁素体型钢焊接氢致开裂机制研究[J]. 材料开发与应用, 2018, 33(4): 49-52.
    [7]
    薛钢, 王涛, 杨超飞,等. 铁素体型钢焊接中氢的存在状态分析[J]. 材料开发与应用, 2018, 33(5): 48-53.
    [8]
    杨超飞, 薛钢, 代雪佳,等. 氢在低合金高强钢中的扩散系数研究[J]. 材料开发与应用, 2018, 33(4): 109-113.
    [9]
    薛钢, 吴松林, 宫旭辉,等. 金属对接焊接头的名义屈服强度定义与确定方法[J]. 材料开发与应用, 2018, 33(5): 1-6.
    [10]
    李亚江, 沈孝芹, 孙宾. HQ130钢焊接区扩散氢分布的数值分析[J]. 焊接学报, 2001, 22(3): 39-43.
    [11]
    蒋文春, 巩建鸣, 唐建群,等. 焊接残余应力下氢扩散的数值模拟[J]. 焊接学报, 2006, 27(11): 57-60.
    [12]
    巩建鸣, 蒋文春, 唐建群,等. 16MnR钢焊接接头氢扩散三维有限元模拟[J]. 机械工程学报, 2007, 43(9): 113-118.
    [13]
    严春妍, 张根元, 刘翠英. X80管线钢焊接接头氢分布的数值模拟[J]. 焊接学报, 2015, 36(9): 103-107.
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