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首页> 外文期刊>Theoretical and Applied Fracture Mechanics >Crack growth behaviour in biaxial stress fields: Calculation of K-factors for cruciform specimens
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Crack growth behaviour in biaxial stress fields: Calculation of K-factors for cruciform specimens

机译:双轴应力场中的裂纹生长行为:计算十字形标本的K因子

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The aim of this study is to propose a simplified method for calculating the Mode I stress intensity factor K for cruciform specimens under planar biaxial loading. It is assumed that two cracks have to grow with a similar crack growth rate. The straight crack paths of the two single cracks with the length a should also be similar. The calculations are carried out on an aluminum and a steel specimen, respectively. For different load cases and materials, the stresses resulting from the forces are first considered. It was found that the elastic constants E and have only a small influence of less than 3%. In addition, the coupling between the forces of the load axes, which should be minimized by slotted arms, is considered. Moreover, K-factors are calculated by finite elements (FE) for different crack lengths. These K-values together with the transmission factor allow to find a K-factor formula for cruciform specimens, which is based on the prescribed forces. Finally, the results of the FE-calculation of the exact straight crack paths were compared to experimentally determined crack paths. Furthermore, a comparison of the fatigue crack growth rates versus K-factor range for different loading is shown.
机译:本研究的目的是提出一种简化的方法,用于计算平面双轴载荷下的坩埚标本的模态I应力强度因子k。假设两个裂缝必须以类似的裂缝生长速度生长。两个单个裂缝的直裂线也应该是相似的。计算分别在铝和钢样品上进行。对于不同的载荷盒和材料,首先考虑由力产生的应力。发现弹性常数E并具有小于3%的小的影响。另外,考虑负载轴的力之间的耦合,该轴承由开槽臂最小化。此外,K因子由有限元(Fe)计算不同的裂缝长度。这些k值与传动系数一起允许找到基于规定力的十字形样本的K系数公式。最后,将确切直接裂纹路径的Fe-Callulation的结果与实验确定的裂纹路径进行比较。此外,示出了疲劳裂纹裂纹生长速率与不同载荷的k因子范围的比较。

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    Tech Univ Bergakad Freiberg Inst Mat Engn Gustav Zenner Str 5 D-09599 Freiberg Germany;

    Tech Univ Bergakad Freiberg Inst Mech &

    Fluid Dynam Lampadiusstr 4 D-09599 Freiberg Germany;

    Tech Univ Bergakad Freiberg Inst Mat Engn Gustav Zenner Str 5 D-09599 Freiberg Germany;

    Tech Univ Bergakad Freiberg Inst Mech &

    Fluid Dynam Lampadiusstr 4 D-09599 Freiberg Germany;

    Tech Univ Bergakad Freiberg Inst Mat Engn Gustav Zenner Str 5 D-09599 Freiberg Germany;

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  • 正文语种 eng
  • 中图分类 力学;
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