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首页> 外文期刊>Journal of Reinforced Plastics and Composites >Models for predicting thermomechanical properties of three-dimensional orthogonal woven composites
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Models for predicting thermomechanical properties of three-dimensional orthogonal woven composites

机译:三维正交机织复合材料热力学性能预测模型

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摘要

Unit cell and laminate modeling approaches were previously developed for predicting the effective elastic constants of three-dimensional (3D) orthogonal woven fabric composites. For both models, the finite element analysis (FEA) and theoretical analysis methods were proposed. In the FEA method, finite element meshes were generated using the commercial FEA software Strand6, while in the theoretical analysis methods, closed-form formulas were derived using elastic mechanics theory and the "X model," "Y model" and "Z model". In this paper, both the unit cell and laminate modeling approaches were used to predict the effective coefficients of thermal expansion (CTEs) for SD orthogonal woven fabric composites. The present numerical mstudy showed that there is a good agreement between the FEA and theoretical analysis results. Also, a good agreement was noted between the present predicted results and experimental results available in the literature. Parametric studies were conducted to investigate the effects of the yarn cross-sectional shape, larnina block layer number, lamina block thickness, through-the-thickness (or z) yarn volume fraction and its space (i.e., space between two adjacent z yarns) on the effective coefficients of thermal expansion. It is worth pointing out that the theoretical models and the relevant formulas for predicting the effective coefficients of thermal expansion can also be used to predict the effective coefficients of moisture expansion for 3D orthogonal woven fabric composites.
机译:先前已经开发出了晶胞和层压板建模方法,用于预测三维(3D)正交机织物复合材料的有效弹性常数。对于这两种模型,提出了有限元分析(FEA)和理论分析方法。在有限元分析方法中,使用商业有限元分析软件Strand6生成有限元网格,而在理论分析方法中,使用弹性力学理论和“ X模型”,“ Y模型”和“ Z模型”导出封闭形式的公式。 。在本文中,单元格和层压板建模方法都可用于预测SD正交机织复合材料的有效热膨胀系数(CTE)。目前的数值研究表明,有限元分析与理论分析结果之间有很好的一致性。同样,目前的预测结果和文献中的实验结果之间也有很好的一致性。进行了参数研究,以研究纱线横截面形状,层积纱层数,层积层厚度,厚度(或z)纱线的总体积分数及其空间(即,相邻两根z纱线之间的空间)的影响有效的热膨胀系数。值得指出的是,用于预测有效热膨胀系数的理论模型和相关公式也可以用于预测3D正交机织物复合材料的有效水膨胀系数。

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