利用有限元分析裂纹倾角和厚度对模式混合性的影响

Nisha Rani, Neeraj Bisht
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引用次数: 0

摘要

模式混合在疲劳增长问题中很常见,通过获取应力强度因子、T 应力、J 积分等断裂参数来评估部件的完整性。 本研究旨在使用 ANSYS 2022 软件的有限元方法(FEM),研究改进的紧凑拉伸(CT)试样中断裂参数的影响。裂纹倾角 (α) 和厚度 (t) 对裂纹生长有影响,而裂纹生长会影响机械部件的寿命。随着裂纹倾角(0°、15°、30°、45° 和 60°)的增大,模式 III 的应力强度因子明显增大,而模式 I 则显著减小。0° 时为纯模式 I。随着角度的进一步增大,出现了模式混合(模式 I 和模式 III)。 此外,随着构件厚度(8 毫米、10 毫米和 12 毫米)的增加,所有模式的应力强度因子都明显下降。这种混合模式在试样的裂纹模型中起着至关重要的作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Influence of Crack Inclination Angle and Thickness on Mode-Mixity Using FEM
Mode mixity is common in fatigue growth problems to assess the integrity of components by obtaining the fracture parameters as stress intensity factor, T-stress, J-integrals etc.  Present study aims to investigate the effects of fracture parameters in a modified Compact Tension (CT) specimen using finite element methods (FEM) with ANSYS 2022 software. Crack orientation angle (α) and thickness (t) have their effects on crack growth which affect the life of a mechanical component. With increasing the crack inclination angle (0°, 15°, 30°, 45° and 60°), an increase in mode III stress intensity factor is noticed while mode I showed a significant decrement. Pure mode I is notice at 0°. With further increase in the angle mode-mixity (mode I and mode III) is obtained.  Also, with an increase in the thickness (8mm, 10mm and 12mm) of component there is a noticeable decrease in all modes of stress intensity factor. This mode-mixity play a crucial role in the cracked model of the specimen.
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