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Analysis of 2D triaxial flat braided textile composites

机译:二维三轴扁平编织织物复合材料的分析

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This paper is concerned with the development of an analytical model for the calculation of the effective linear elastic stiffness of a 2D triaxial flat braided composite (2DTBC) and the effect of initial unintended microstructural imperfections on the calculated stiffnesses. A representative unit cell (RUC) of the braid architecture is first identified along with its constituents. Tow geometry is represented analytically taking account of tow undulation. Each tow is modeled as a transversely isotropic linear elastic solid and the contribution from each tow to the RUC elastic stiffness is obtained by volume averaging, taking account of the volume fraction of each constituent. Predictions of the elastic constants are compared against experimental data and a fully 3D finite element computation based on the RUC. Effects of the bias tow angle, the angle uncertainty and, the bias tow undulation magnitude on the elastic constants are examined by considering composites with bias tows at 30° and 60°. This latter part, thus, examines the effect of microstructural imperfections on the elastic stiffness of 2DTBCs. It also serves as a tool to assess the most significant parameter that affects composite stiffness.
机译:本文关注于分析二维二维三轴扁平编织复合材料(2DTBC)的有效线性弹性刚度的计算模型的开发,以及初始非预期的微观结构缺陷对计算刚度的影响。首先确定编织结构的代表性单位单元(RUC)及其组成部分。考虑到丝束起伏,以解析方式表示丝束的几何形状。将每个丝束建模为横向各向同性的线性弹性实体,并考虑到每种成分的体积分数,通过体积平均获得每个丝束对RUC弹性刚度的贡献。将弹性常数的预测值与实验数据进行比较,并基于RUC进行全3D有限元计算。通过考虑在30°和60°时具有偏斜丝束的复合材料,研究偏斜丝束角度,角度不确定性和偏斜丝束起伏幅度对弹性常数的影响。因此,后一部分将检查微观结构缺陷对2DTBC弹性刚度的影响。它还可以用作评估影响复合材料刚度的最重要参数的工具。

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