On Correlations Between Local Microstructure and The Appearance of Fibre Breaks in Unidirectional Composite Materials

C. Breite, S. Lomov, Y. Swolfs
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Abstract

The recent development of a high precision fibre segmentation method by Emerson et al. [1] enabled the automated identification of fibre breaks in unidirectional composites (Breite et al. [2]). It is now possible to investigate the correlation of microstructural parameters of the fibre trajectories with the formation of fibre breaks and clusters of fibre breaks. The dataset used in the present study is based on the fibre trajectories segmented from a volume of ~0.36 mm 3 , taken out from a flat sample, in-situ loaded under synchrotron radiation computed tomography to a tensile stress corresponding to 91% of the ultimate tensile stress. It consists of ~5000 fibres, ~9∙10 5 fibre segments of ~6.5 μm length and 92 fibre breaks. Statistical comparisons have been performed for the local fibre volume fraction, fitted sinusoidal parameters as measures for the local fibre waviness and the local in-plane and out-of-plane fibre angles measured in each of the fibre segments. The statistical methodology relies on repeated resampling from large population down to the size of the sparsely populated fibre breaks data. Insights were gained on differences between distributions of the microstructure parameters near broken fibres vs. un-broken fibres, fibre break sites vs. intact regions and single fibre break sites vs. clustered fibre break sites (Figure 1). In contrast to earlier work by Rosini et al. [3], the present work demonstrates a previously unknown link between the local disturbance of the alignment angles and the formation of fibre break clusters. This result highlights a major drawback in most state-of-the-art tensile failure models, which do not consider the micro-scale misalignment
单向复合材料中局部微观结构与纤维断裂的相关性研究
Emerson等人[1]最近开发了一种高精度纤维分割方法,可以自动识别单向复合材料中的纤维断裂(Breite等人[2])。现在有可能研究纤维轨迹的微观结构参数与纤维断裂和纤维断裂簇的形成之间的相关性。本研究中使用的数据集是基于从~0.36 mm 3的体积中分割的纤维轨迹,从平面样品中取出,在同步辐射计算机断层扫描下原位加载,拉伸应力对应于最终拉伸应力的91%。它由~5000根纤维、~9∙10 5根长度为~6.5 μm的纤维段和92根纤维断裂组成。对局部纤维体积分数进行了统计比较,拟合的正弦参数作为局部纤维波纹度的测量,以及在每个纤维段中测量的局部面内和面外纤维角度。统计方法依赖于从大量人口到稀疏人口的纤维断裂数据的重复重新采样。研究人员深入了解了断裂纤维与未断裂纤维、纤维断裂位点与完整区域、单个纤维断裂位点与成簇纤维断裂位点之间微观结构参数分布的差异(图1)。与Rosini等人的早期工作[3]相反,本研究表明,在定向角的局部扰动与纤维断裂簇的形成之间存在先前未知的联系。这一结果突出了大多数最先进的拉伸破坏模型的一个主要缺点,即不考虑微观尺度的错位
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