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Micromechanical investigation of the fatigue crack growth behaviour of Al-SiC MMCs

机译:Al-SiC MMCs疲劳裂纹扩展行为的微力学研究

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摘要

A defect tolerant approach to fatigue modelling for constant amplitude loading was developed by Bruzzi and McHugh (Int. J. Fatigue 24 (2002) 1071). It was applied to two metal matrix composites (MMCs): (1) a forged 2124 Al reinforced with 17 percent SiC particles and (2) a cast 359 Al reinforced with 20 percent SiC particles MMC, in Bruzzi and McHugh (Int. J. Fatigue 25 (2003) 577), However, no explicit representation of the two-phased microstructure was considered. The material was assumed to be homogeneous and behave as a continuum. In this work, the extreme effects of the reinforcing particles on the growth behaviour of a small fatigue crack, using the modelling methodology of Bruzzi and McHugh, is investigated for the Al 2124 MMC. This is performed using micromechanical models, in which separate representations of the matrix and the reinforcing particles are included, in order to assess local stress fields within the matrix. Two extreme cases of idealised crack growth are examined: (1) a predefined crack path approaching a reinforcing particle and (2) a predefined crack path lying between two reinforcing particles. The predicted stress gradients along each of the predefined paths are then included in the fatigue modelling methodology described by Bruzzi and McHugh. Finally, the predicted results of the extreme cases of the short crack growth behaviour for the two-phase Al 2124 MMC are presented, discussed and compared to the short crack growth rate behaviour of the homogenised MMC model of Bruzzi and McHugh.
机译:Bruzzi和McHugh(Int。J. Fatigue 24(2002)1071)开发了一种用于恒定振幅载荷的疲劳建模的容错方法。它被应用于两种金属基复合材料(MMCs):(1)在Bruzzi和McHugh(Int。J. Fatigue 25(2003)577),但是,未考虑两相微结构的明确表示。假定该材料是均匀的并且表现为连续体。在这项工作中,使用Bruzzi和McHugh的建模方法,针对Al 2124 MMC,研究了增强颗粒对小疲劳裂纹扩展行为的极端影响。这是使用微机械模型执行的,其中包括基质和增强颗粒的单独表示,以便评估基质内的局部应力场。研究了理想裂纹扩展的两种极端情况:(1)接近增强颗粒的预定裂纹路径;(2)位于两个增强颗粒之间的预定裂纹路径。然后,沿着每个预定义路径的预测应力梯度将包含在Bruzzi和McHugh描述的疲劳建模方法中。最后,给出了两相Al 2124 MMC的短裂纹扩展行为极端情况的预测结果,并将其与Bruzzi和McHugh的均质MMC模型的短裂纹扩展率行为进行了比较。

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