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The influence of heat treatment on the tensile strength of single fibre composites (SiC fibre/titanium alloy)

机译:热处理对单纤维复合材料拉伸强度的影响(SiC纤维/钛合金)

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Different models are used to predict the tensile strength distribution of single fibre composites (SCS-6-fibre coated with Ti-6Al-4V matrix, V{sub}f=0.49). At first the strength distribution of uncoated fibres is analysed with the aid of Weibullstatistics. After this the fibre and matrix stresses in single fibre composites on cooling down from fabrication temperature to test temperature and upon subsequent axial loading are calculated by nonlinear static analysis.An analytical concentric cylinder model is used to determine the stress field in the composite. Using Weibull statistics it is possible to predict the tensile strength distribution of single fibre composites assuming, that composite failure is caused byfibre rupture. A good agreement between a measured Weibull dustribution and a predicted Weibull distribution for the single fibre composite strength showed the validity of the assumption. A heat treatment at 850°C leads to the formation of a TiC reactionlayer between fibre and matrix. With increasing treatment time the thickness of the brittle reaction layer increases (to 3.3μm after 100 h at 850°C), resulting in a decrease of the tensile strength (maximum≈8%). A finite element method is used tocalculate the stress distribution in the composite as a result of a cracked reaction layer. Also in this case the strength distribution can be predicted by calculating the fibre stresses and application of Weibull statistics, again assuming, that fibrefailure leads to composite failure.Good agreement between the calculated Weibull strength distribution for the shortest heat treatment (25 h, reaction layer thickness 1.7μm) and the measured distribution is found. The analysis for thicker reaction layers is at the moment not yet completed.
机译:不同的模型被用于预测单纤维复合材料的拉伸强度分布(SCS-6-纤维涂覆有钛6AL-4V矩阵,V {子} F = 0.49)。起初无涂层纤维的强度分布进行了分析与Weibullstatistics的帮助。在此之后在单纤维复合材料的纤维和基体上的应力从制造温度冷却到试验温度,并在随后的轴向载荷由非线性静态分析analysis.An同心圆筒模型计算被用于确定在复合材料中的应力场。使用威布尔统计有可能预测单纤维复合材料假设的拉伸强度分布,即复合故障byfibre破裂引起的。测量的威布尔分布分形与对于单纤维复合材料的强度的预测Weibull分布之间的良好的一致性表明假设的有效性。在850℃下动态热处理,以纤维和基体之间的的TiC reactionlayer的形成。随着处理时间增加的脆性反应层的厚度增加(至3.3μm100小时后在850℃下),导致的拉伸强度(maximum≈8%)的降低。有限元方法被用于tocalculate在复合材料中的应力分布为裂化反应层的结果。此外,在这种情况下,强度分布可以通过计算威布尔统计的纤维应力和应用,再次假定,可以预测,fibrefailure通向计算威布尔强度分布之间的复合failure.Good协议最短热处理(25小时,反应层厚度1.7μm),并测量分布被发现。对于较厚的反应层的分析是尚未完成的那一刻。

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