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首页> 外文期刊>International Journal of Fatigue >Short fatigue crack behaviour of LZ50 railway axle steel under multi-axial loading in low-cycle fatigue
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Short fatigue crack behaviour of LZ50 railway axle steel under multi-axial loading in low-cycle fatigue

机译:低周疲劳下LZ50铁路车轴钢在多轴载荷下的短疲劳裂纹行为

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摘要

An experimental study was carried out on the low-cycle fatigue of LZ50 railway axle steel under multi-axial loading. The initiation and propagation behaviour of a short fatigue crack was observed and analysed as per the principles of effective short fatigue crack. Our results showed that in the microstructurally short crack (MSC) stage, the crack propagation was strongly influenced by the microstructural features of the material and did not satisfy the linear elastic fracture mechanics. At the physically short crack (PSC) stage, the crack was long enough to not be directly influenced by the microstructures; nevertheless, linear elastic fracture mechanics still could not explain the law of crack propagation properly owing to the large-scale yield range of the crack tip. Based on these observations, a crack growth rate model under multi-axial loading was presented to explain the short fatigue crack behaviour. The non-linear elastic-plastic fracture mechanics parameter, J-integral (cyclic), was adopted as the driving parameter in this model and the crack closure effect was also taken into account. In the MSC stage, the crack growth rate fluctuated significantly when the cyclic J-integral was used owing to the influence of the microstructure. However, at the PSC stage, the crack growth rate fluctuations were small. A linear correlation for the PSC was obtained with R = 0.934 and this model could be applied to describe the short fatigue crack behaviour in the PSC stage.
机译:对LZ50铁路车轴钢在多轴载荷下的低周疲劳进行了实验研究。根据有效的短疲劳裂纹的原理,观察并分析了短疲劳裂纹的萌生和扩展行为。我们的结果表明,在微结构短裂纹(MSC)阶段,裂纹的扩展受材料的微结构特征的强烈影响,并且不满足线性弹性断裂力学的要求。在物理短裂纹(PSC)阶段,裂纹足够长,不会直接受到微观结构的影响。然而,由于裂纹尖端的屈服范围较大,线性弹性断裂力学仍不能正确解释裂纹扩展的规律。基于这些观察结果,提出了在多轴载荷下的裂纹扩展速率模型,以解释短时疲劳裂纹行为。该模型采用非线性弹塑性断裂力学参数J-integral(循环)作为驱动参数,并考虑了裂纹闭合效果。在MSC阶段,由于微观结构的影响,当使用环状J积分时,裂纹扩展速率明显波动。但是,在PSC阶段,裂纹扩展速率波动很小。 PSC的线性相关性为R = 0.934,该模型可用于描述PSC阶段的短疲劳裂纹行为。

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