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拉伸状态下块体金属玻璃中缺陷诱导的塑性流动动力学

Flaw-induced plastic-flow dynamics in bulk metallic glasses under tension.

作者信息

Chen S H, Yue T M, Tsui C P, Chan K C

机构信息

Advanced Manufacturing Technology Research Centre, Department of Industrial and Systems Engineering, The Hong Kong Polytechnic University, Hung Hom, Kowloon, Hong Kong.

出版信息

Sci Rep. 2016 Oct 25;6:36130. doi: 10.1038/srep36130.

Abstract

Inheriting amorphous atomic structures without crystalline lattices, bulk metallic glasses (BMGs) are known to have superior mechanical properties, such as high strength approaching the ideal value, but are susceptible to catastrophic failures. Understanding the plastic-flow dynamics of BMGs is important for achieving stable plastic flow in order to avoid catastrophic failures, especially under tension, where almost all BMGs demonstrate limited plastic flow with catastrophic failure. Previous findings have shown that the plastic flow of BMGs displays critical dynamics under compression tests, however, the plastic-flow dynamics under tension are still unknown. Here we report that power-law critical dynamics can also be achieved in the plastic flow of tensile BMGs by introducing flaws. Differing from the plastic flow under compression, the flaw-induced plastic flow under tension shows an upward trend in the amplitudes of the load drops with time, resulting in a stable plastic-flow stage with a power-law distribution of the load drop. We found that the flaw-induced plastic flow resulted from the stress gradients around the notch roots, and the stable plastic-flow stage increased with the increase of the stress concentration factor ahead of the notch root. The findings are potentially useful for predicting and avoiding the catastrophic failures in tensile BMGs by tailoring the complex stress fields in practical structural-applications.

摘要

大块金属玻璃(BMGs)继承了无晶格的非晶态原子结构,已知具有优异的机械性能,如接近理想值的高强度,但易发生灾难性失效。了解BMGs的塑性流动动力学对于实现稳定的塑性流动以避免灾难性失效很重要,特别是在拉伸情况下,几乎所有BMGs在灾难性失效时都表现出有限的塑性流动。先前的研究结果表明,BMGs的塑性流动在压缩试验中显示出临界动力学,然而,拉伸时的塑性流动动力学仍然未知。在此我们报告,通过引入缺陷,拉伸BMGs的塑性流动也可以实现幂律临界动力学。与压缩时的塑性流动不同,缺陷诱导的拉伸塑性流动显示出负载下降幅度随时间呈上升趋势,从而导致具有负载下降幂律分布的稳定塑性流动阶段。我们发现,缺陷诱导的塑性流动是由缺口根部周围的应力梯度引起的,并且稳定的塑性流动阶段随着缺口根部前方应力集中系数的增加而增加。这些发现对于通过在实际结构应用中调整复杂应力场来预测和避免拉伸BMGs中的灾难性失效可能是有用的。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/dda7/5078772/b449f17db5cb/srep36130-f1.jpg

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