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Numerical simulation of fatigue crack growth behavior by crack-tip blunting

机译:裂纹尖端钝化疲劳裂纹扩展行为的数值模拟

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In ductile metals one of basic mechanisms for fatigue crack growth is that based on crack-tip blunting under the maximum load and re-sharpening of the crack-tip under minimum load. In this paper, simulations of fatigue crack growth by crack-tip blunting using ANSYS finite element code are presented. This investigation focuses solely on simulation of fatigue crack growth due to crack-tip plasticity only. As such, any material damage and its fracture is not considered. Due to high plastic deformation the present simulations utilize a reme-shing technique which allows applying a number of load cycles without terminating the simulation due to the error caused by excessive mesh distortion. The simulations were conducted using a center cracked specimen under various loading conditions including different load ranges and load ratios R= -1, 0 and 0.333. It is shown that fatigue crack growth (FCG) slows down with number of cycles towards a steady state value. The simulated FCG data for constant amplitude loading follow the Paris power law relationship and also indicate a typical R-ratio dependence. It can be noted that for all load cases with load ratios R > 0 no crack closure in the vicinity of the crack-tip wake was observed.
机译:在延性金属中,疲劳裂纹扩展的基本机制之一是基于最大负载下的裂纹尖端钝化和最小负载下的裂纹尖端重新锐化。本文提出了使用ANSYS有限元代码模拟裂纹尖端钝化疲劳裂纹扩展的方法。这项研究仅专注于仅由于裂纹尖端可塑性引起的疲劳裂纹扩展的模拟。因此,不考虑任何材料损坏及其破裂。由于较高的塑性变形,本模拟使用了修正变形技术,该技术可应用多个载荷循环而不会由于过度的网格变形引起的误差而终止模拟。在不同的载荷条件下,包括不同的载荷范围和载荷比R = -1、0和0.333,使用中心开裂的试样进行了模拟。结果表明,疲劳裂纹扩展(FCG)随着周期数的增加而趋于稳态。恒定振幅负载的模拟FCG数据遵循Paris幂定律关系,也表明典型的R比率依赖性。可以注意到,对于所有载荷比R> 0的载荷情况,在裂纹尖端尾流附近均未观察到裂纹闭合。

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