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Numerical analysis of the transverse strengthening behavior of fiber-reinforced metal matrix composites

机译:纤维增强金属基复合材料横向增强行为的数值分析

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The transverse strengthening behavior of fiber-reinforced metal matrix composites is numerically investigated on the basis of micromechanics analysis. Periodic boundary condition is developed and employed in calculations for considering arbitrary loading directions without changing the configuration of the unit cell. The symmetric boundary condition will be naturally attained if the loading is along the symmetric directions of the unit cell if any. Effects of the volume fraction and several more general fiber arrangements on the transverse strengthening of composites are discussed in detail, including single and/or multi-fibers simulations, from which the maps of the strengthening responses in various directions of the composites are obtained. It is concluded that the effect of fiber volume fraction is significantly different in various directions, the maximum strengthening of composites does not always occur in 0 degrees and/or 90 degrees directions whereas the minimum strengthening is always in 45 degrees direction, and the strengthening of composites has a period of 90 degrees which are independent of fiber arrangements. (C) 2006 Elsevier B.V. All rights reserved.
机译:在微观力学分析的基础上,对纤维增强金属基复合材料的横向增强行为进行了数值研究。周期性边界条件被开发出来并用于计算中以考虑任意加载方向而不改变单位晶胞的配置。如果载荷沿着晶胞的对称方向(如果有的话),则自然会达到对称边界条件。详细讨论了体积分数和几种其他通用纤维排列对复合材料横向增强的影响,包括单纤维和/或多纤维模拟,从中可以得出复合材料各个方向的增强响应图。结论是,纤维体积分数的影响在各个方向上是显着不同的,复合材料的最大增强并不总是在0度和/或90度方向上发生,而最小增强总是在45度方向上发生,并且复合材料的周期为90度,与纤维排列无关。 (C)2006 Elsevier B.V.保留所有权利。

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