聚合物基体与复合材料力学性能的相关性

Donald F. Adams
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引用次数: 1

摘要

在过去的十年或更长的时间里,复合材料界主要局限于使用少数几种结构环氧基材料。最近,全新的聚合物基质家族已经引起了人们的实际兴趣。为了从范围广泛的新聚合物中为每个特定的结构应用进行选择,必须知道各种聚合物机械和物理性能之间的关系,例如,模量,强度,失效应变,热膨胀系数和湿气膨胀系数,吸湿率等,以及由此产生的复合性能。将介绍有限元分析预测与实际实验数据的相关性,使用测量的各种增韧环氧树脂、双马来酰亚胺、聚酰亚胺和热塑性基质系统的机械和物理响应特性作为分析的输入。结果将包括断裂力学评估、矩阵非线性响应的作用、裂纹的萌生和扩展、热致损伤以及界面的影响。要建模的矩阵属性已经在作者自己的实验室中生成,作为几个当前和正在进行的政府和工业团体资助的研究的一部分。几种类型的有限元分析已被使用,包括二维广义平面应变与纵向剪切载荷,二维轴对称,和全三维公式。所有这些分析都允许输入实际的矩阵非线性应力应变响应,以及它如何随温度和含水量变化。包括在任意纤维体积的复合材料中具有各向异性特性的纤维。随时间变化的响应,如蠕变、恢复、松弛和裂纹扩展也是可能的响应模式。结果将以复合应力-应变曲线的形式呈现,并在基体和纤维-基体界面处绘制应力等值线图。
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Correlations between polymer matrix and composite mechanical properties

During the past decade or more, the composite materials community has restricted itself primarily to the use of only a few structural epoxy matrix materials. Very recently, whole new families of polymer matrices have become of practical interest. In order to select from this wide range of new polymers for each specific structural application, the relation between the various polymer mechanical and physical properties, e.g., modulus, strength, strain to failure, thermal and moisture expansion coefficients, moisture absorption rate, etc., and resulting composite properties must be known. Correlations of finite element analysis predictions with actual experimental data will be presented, using measured mechanical and physical response properties of various toughened epoxy, bismaleimide, polyimide, and thermoplastic matrix systems as inputs to the analyses. Results will include fracture mechanics evaluations, the role of matrix nonlinear response, crack initiation and propagation, thermally induced damage, and the influence of the interface. Matrix properties to be modeled have been generated in the author's own laboratories, as part of several current and ongoing funded research studies for various government and industry groups. Several types of finite element analyses have been used, including 2-dimensional generalized plane strain with longitudinal shear loading, 2-dimensional axisymmetric, and fully 3-dimensional formulations. All of these analyses permit the input of actual matrix nonlinear stress-strain response, and how it varies as a function of temperature and moisture content. Fibers having anisotropic properties in a composite of arbitrary fiber volume are included. Time-dependent response, e.g., creep, recovery, and relaxation, and crack propagation are also possible response modes. Results will be presented in the form of composite stress-strain curves, plots of stress contours in the matrix, and at the fiber-matrix interface.

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