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Probabilistic-statistical approach to matrix cracking in ceramic matrix composites(CMCs)

机译:陶瓷基复合材料中基质破裂的概率统计方法(CMC)

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The paper presents an alternative approach to matrix fragmentation in unidirectionally reinforced CMCs It is based on a description of the distribution of fracture-inducing flaws using the Beta function. A flaw-strength density function is thenderived using linear-fracture mechanics. This model allows prediction of the mechanical behavior from characteristics of the fibres, the matrix and the interphase. It is applied to SiC/C/SiC minicomposites tested under tension The computed force-strainbehaviour of the minicomposites it found to be in good agreement with the experimental results. It is compared to that predicted using the Aveston-Cooper-Kelly approach. Finally, the flaw densities function determined for the CVI-SiC matrix highlighted ascale effect.
机译:本文呈现了一种替代方法,用于在单向增强CMC中的基质碎片化,其基于使用β功能的骨折诱导缺陷的分布的描述。使用线性骨折力学来介绍漏洞强度密度函数。该模型允许预测来自纤维,矩阵和相互间的特性的机械行为。它适用于在张力下测试的SiC / C / SiC Minichosites,其发现与实验结果非常一致的微型复合材料的计算力 - 菌株。将其与使用Aveston-Cooper-Kelly方法进行比较。最后,确定为CVI-SIC矩阵突出显示的ASCALE效果确定的漏洞密度函数。

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