首页> 外文期刊>International Journal of Fracture >Discussion on the paper 'Analysis of the dynamic responses for a pre-cracked three-point bend specimen' by Fengchun Jiang, Aashish Rohatgi, Kenneth S. Vecchio and Justin L. Cheney
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Discussion on the paper 'Analysis of the dynamic responses for a pre-cracked three-point bend specimen' by Fengchun Jiang, Aashish Rohatgi, Kenneth S. Vecchio and Justin L. Cheney

机译:江凤春,Aashish Rohatgi,Kenneth S.Vecchio和Justin L.Cheney在论文“预破裂的三点弯曲试样的动力响应分析”上的讨论

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摘要

The discussed article Fengchun et al. (2004a) is dealing with quite interesting topic. However, it contains several drawbacks that could be misleading for an inexperienced reader. Theoretical part of the article presents a very simple model of the impact specimen which was proposed by the authors in their previous paper (Fengchun et al., 2004b). As it was shown in previous discussion (Rokach, 2004), accuracy of this model and its applicability for the short time-to-fracture tests is questionable. An example that demonstrates a weak accuracy of the model is presented in the final part of this article. However the most controversial section of the article under discussion seams to be the fourth one entitled 'Comparison between the vibration period of the cracked specimen and the apparent period of specimen oscillation'. In this section authors compared the period of apparent specimen oscillations r determined by the corresponding formula from the draft ASTM standard (ASTM Draft, 1981) with the natural vibration period of the cracked specimen T determined by author's specimen model. The authors assumed that r should be close to T and discovered that in fact tau~= 0.38 T. The rest of the section is devoted to a lengthy discussion about the possible reasons of such a large difference between the 'similar', as the authors supposed, parameters.
机译:讨论的文章Fengchun等。 (2004a)正在处理一个非常有趣的话题。但是,它包含一些缺点,对于没有经验的读者可能会产生误导。本文的理论部分提供了一个非常简单的冲击标本模型,该模型由作者在之前的论文中提出(Fengchun等,2004b)。正如先前的讨论(Rokach,2004年)所示,该模型的准确性及其在短时间断裂测试中的适用性值得怀疑。本文的最后一部分提供了一个示例,证明了该模型的准确性较弱。但是,讨论中的文章中最具争议的部分是标题为“裂纹样品的振动周期与样品振动的表观周期之间的比较”的第四部分。在本节中,作者将由ASTM标准草案(ASTM草案,1981年)中的相应公式确定的表观样品振动周期r与由作者的样品模型确定的破裂样品T的自然振动周期进行了比较。作者假定r应该接近T,并发现实际上tau〜= 0.38T。本节的其余部分专门讨论了“相似”之间如此巨大差异的可能原因,如作者所述。应该是参数。

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