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A geometric approach to stochastically modeling fatigue crack propagationat the microstructural length scale

机译:随机造型疲劳裂纹传播的几何方法微结构长度

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In the high cycle fatigue regime, determination of a structural component's life is inherently a multiscale problem. The majority of fatigue life in this regime is governed by crack nucleation and propagation processes at the microstructural length scale [1,2]. A crack governed by these processes is defined herein as being a microstructurally small fatigue crack (MSFC). However, other length scales within a component, such as the region over which all possible fatigue life limiting cracks can exist, are often microstructurally large, i.e. significantly larger than the inherent length scales of the microstructure. Thus, an efficient and accurate approach to determine numerically the high cycle fatigue life of a structure is one that uses a multiscale simulation technique.
机译:在高循环疲劳方案中,结构部件的生命的测定本质上是多尺度问题。该制度的大多数疲劳生活受到微观结构长度尺度下的裂缝成核和繁殖过程的管辖[1,2]。这些过程治理的裂缝在本文中定义为微观结构小的疲劳裂纹(MSFC)。然而,组件内的其他长度尺度,例如可以存在所有可能的疲劳寿命限制裂缝的区域通常是微观结构大的,即显着大于微结构的固有长度尺度。因此,有效且准确的方法来确定结构的高循环疲劳寿命是使用多尺度仿真技术的方法。

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