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Evaluating Stress Distributions and Stress Intensity Factors of a Crack under Mixed-Mode conditions in Aluminum Alloy

机译:铝合金混合模式条件下裂纹的应力分布和应力强度因子评估

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England has examined the two-dimensional problem of a mode Ⅰ crack opened under constant pressure between two dissimilar materials. But in many cases, it has to be considered that a crack under mixed-mode conditions is lying in a similar material such as aluminum alloy. In this paper, therefore, equations of modeⅠ and mode Ⅱ stress distributions σyy, σxy were derived according to opening/sliding discontinuous displacements for cracks under mixed-mode conditions, considering effect of finite plate, using England's basic formulas. Then mode Ⅰ stress intensity factor K Ⅰ and mode Ⅱ stress intensity factor KⅡ were evaluated by σyy, σxy. On the other hand, for an ideal mixed-mode crack lying in an aluminum alloy specimen (finite plate), this method was verified by measuring the opening and sliding discontinuous displacements along the crack. As a result, KⅠ and KⅡ are almost the same with the results calculated by empirical equations. That is to say, it provides an effective method to evaluate the deformation behavior of a crack under mixedmode conditions even though stress distributions are unknown.
机译:英格兰已经研究了两种不同材料之间在恒定压力下打开的Ⅰ型裂纹的二维问题。但是在许多情况下,必须考虑到混合模式条件下的裂纹存在于类似的材料(例如铝合金)中。因此,根据英格兰的基本公式,考虑有限板的影响,根据混合模式条件下裂纹的开/滑非连续位移,推导了Ⅰ型和Ⅱ型应力分布方程σyy,σxy。然后分别用σyy,σxy评估Ⅰ型应力强度因子KⅠ和Ⅱ型应力强度因子KⅡ。另一方面,对于位于铝合金试样(有限板)中的理想混合模式裂纹,通过测量沿裂纹的开裂和滑动不连续位移来验证了该方法。结果,KⅠ和KⅡ与通过经验方程计算的结果几乎相同。也就是说,即使应力分布是未知的,它也提供了一种有效的方法来评估混合模式条件下裂纹的变形行为。

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