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Viscoelastic behaviour of composites with epoxy matrix filled by cork powder

机译:软木粉填充环氧树脂基复合材料的粘弹性行为

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Due to the viscoelastic properties of cork and polymeric matrices, stress relaxation and creep behaviour of multiphase composites incorporating cork are important properties that should be considered at the design stage. For this purpose, composites with the same lay-up but with different fibres were manufactured with neat epoxy resin and epoxy resin filled with cork powder. It was concluded that higher values of relaxation and creep displacement occur when Kevlar fibres are used in place of carbon fibres and, for both, when cork powder was introduced into the resin. Considering the strain correspondent to 150 MPa for Kevlar composites, the difference observed between the initial and final bending stress is around 19.1 MPa for laminates with neat resin and 13.5% higher for laminates with matrix filled by cork powder. In terms of creep and comparatively to the neat resin, the displacement increases 24.6% when the resin incorporates cork powder. Regardless of whether the resin was pure or filled with cork powder, the same trend was observed for carbon composites, but with less expressive values for the same comparisons previously established. Finally, the maximum error obtained between the theoretical and experimental results of 0.6% for all conditions tested shows that the Kohlrausch-Williams-Watts (KWW) function can be used to accurately predict the relaxation stress response. In terms of creep response, this function was compared with the Findley model and, regardless of the success obtained with both, the best predictions are reached with the KWW model.
机译:由于软木和聚合物基体的粘弹性,结合软木的多相复合材料的应力松弛和蠕变行为是重要的性能,应在设计阶段予以考虑。为此,用纯净的环氧树脂和填充软木粉的环氧树脂制造具有相同铺层但纤维不同的复合材料。结论是,当使用凯夫拉尔纤维代替碳纤维时,以及对于这两种情况,当将软木粉引入树脂中时,均会出现较高的松弛和蠕变位移值。考虑到对应于凯夫拉尔复合材料的150 MPa的应变,使用纯树脂的层压板观察到的初始弯曲应力与最终弯曲应力之间的差异约为19.1 MPa,而使用软木粉填充基质的层压板则观察到的初始弯曲应力与最终弯曲应力之间的差异要高出13.5%。就蠕变和相对于纯树脂而言,当树脂掺入软木粉时,位移增加了24.6%。无论树脂是纯净的还是充满软木粉,对于碳复合材料都观察到了相同的趋势,但是对于先前建立的相同比较而言,其表达值较低。最后,在所有测试条件下,理论和实验结果之间的最大误差为0.6%,这表明Kohlrausch-Williams-Watts(KWW)函数可用于准确预测松弛应力响应。在蠕变响应方面,将此功能与Findley模型进行了比较,无论两者是否成功,都可以通过KWW模型获得最佳预测。

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