首页> 外文期刊>Journal of Composite Materials >Compression Response of 2D Braided Textile Composites: Single Cell and Multiple Cell Micromechanics Based Strength Predictions
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Compression Response of 2D Braided Textile Composites: Single Cell and Multiple Cell Micromechanics Based Strength Predictions

机译:二维编织纺织复合材料的压缩响应:基于单细胞和多细胞微力学的强度预测

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This article is concerned with the development of a finite element (FE) based micromechanics model for the prediction of compressive strength and post-peak compression response of 2D triaxial braided carbon fiber polymer matrix composites (2DTBC). This micromechanics based study was carried out on a series of single and multiple representative unit cell (RUC) 3-D FE models. The uniaxial compressive response, including unstable equilibrium paths, was studied using an arc-length method in conjunction with the ABAQUS commercial FE code. In the reported study, explicit account of the braid microstructure (geometry and packing) and the measured inelastic properties of the matrix (the in-situ properties) are accounted for via the use of the FE method. This enables accounting for the different length scales that are present in a 2DTBC. The computational model provides a means to assess the compressive response of 2DTBC and its dependence on various microstructural parameters. The model provides a means to compute the compression strength allowable for a 2DTBC structure. In particular, the dependence of compressive strength on the axial fiber tow properties and axial tow geometrical imperfections is discussed and shown to be significant in capturing the mechanism of damage development. Results are presented for 1, 4, 9, and 16 RUC representations of the 2DTBC, enabling to examine the dependence of compressive strength (or lack thereof) on the size of the region that is modeled. The predicted results are found to compare favorably against experiment.
机译:本文涉及基于有限元(FE)的微力学模型的开发,该模型用于预测2D三轴编织碳纤维聚合物基复合材料(2DTBC)的抗压强度和峰后压缩响应。基于微力学的研究是在一系列单个和多个代表性的晶胞(RUC)3-D FE模型上进行的。使用弧长方法结合ABAQUS商业有限元代码研究了包括不稳定平衡路径在内的单轴压缩响应。在已报道的研究中,通过使用有限元方法,对编织物的微观结构(几何形状和堆积)和基质的非弹性性质(原位性质)进行了显式说明。这样可以考虑2DTBC中存在的不同长度比例。该计算模型提供了一种评估2DTBC的压缩响应及其对各种微结构参数的依赖性的方法。该模型提供了一种计算2DTBC结构允许的抗压强度的方法。特别是,讨论了抗压强度对轴向纤维束特性和轴向纤维束几何缺陷的依赖性,并显示出对捕获损伤发展机理的重要性。给出了2DTBC的1、4、9和16 RUC表示的结果,从而可以检查抗压强度(或缺乏抗压强度)对建模区域大小的依赖性。发现预测结果与实验相比具有优势。

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