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Crack Path Stabilisation and T-Stress Estimation in Connection with the Global Approach for Inclined Notches

机译:与倾斜凹口的全球方法相关的裂纹路径稳定和T胁迫估算

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摘要

In this paper, we investigate the effects of non-singular stress (T-stress) on the mixed mode loading (I + II) near notch-tip field's elastic compression-sensitive under plane stress and small scale yielding conditions. The crack path is estimated for three different shapes of notches using the Maximum Tangential Stress (MTS) approach. Constraint induced by the notch depth, shape of defaults and the notch-tip stress field in laboratory specimens is examined by Finite Element Analysis, and the effect of the deformation on modified (HRR) singularity stress field are discussed. The Volumetric Method (VM) criterion for compression and/or tension sensitive materials is described by a linear combination of the effective stress and the Notch Stress Intensity Factor. The results of our finite element computations based on a two-parameter fracture mechanics formulation show that the T stress has significant effects on the sizes, the shapes of the plastic zones and the crack path.
机译:在本文中,我们研究了在平面应力和小规模的凹口柱靠近Notch-Tip场的混合模式加载(I + II)的混合模式负载(I + II)的影响。使用最大切向应力(MTS)方法估计裂缝路径的三种不同形状的凹口。通过有限元分析检查了由凹口深度,默认的深度,默认形状和凹口应力场的结构和缺口尖端应力场的约束,并讨论了变形对改性(HRR)奇异性应力场的影响。通过有效应力和凹口应力强度因子的线性组合描述了压缩和/或张力敏感材料的体积方法(VM)标准。我们基于双参数断裂力学制构的有限元计算结果表明,T应力对尺寸具有显着影响,塑料区的形状和裂纹路径。

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