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Time-dependent and inelastic behaviors of fiber- and particle hybrid composites

机译:纤维和颗粒杂化复合材料的时间依赖性和非弹性行为

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摘要

Polymer matrix composites are widely used in many engineering applications as they can be customized to meet a desired performance while not only maintaining low cost but also reducing weight. Polymers can experience viscoelastic-viscoplastic response when subjected to external loadings. Various reinforcements and fillers are added to polymers which bring out more complexity in analyzing the time-dependent response. This study formulates an integrated micromechanical model and finite element (FE) analysis for predicting effective viscoelastic-viscoplastic response of polymer based hybrid composites. The studied hybrid system consists of unidirectional short-fiber reinforcements and a matrix system which is composed of solid spherical particle fillers dispersed in a homogeneous polymer constituent. The goal is to predict effective performance of hybrid systems having different compositions and properties of the fiber, particle, and matrix constituents. A combined Schapery's viscoelastic integral model and Valanis's endochronic viscoplastic model is used for the polymer constituent. The particle and fiber constituents are assumed linear elastic. A previously developed micromechanical model of particle reinforced composite is first used to obtain effective mechanical properties of the matrix systems. The effective properties of the matrix are then integrated to a unit-cell model of short-fiber reinforced composites, which is generated using the FE. The effective properties of the matrix are implemented using a user material subroutine in the FE framework. Limited experimental data and analytical solutions available in the literatures are used for comparisons.
机译:聚合物基复合材料被广泛用于许多工程应用中,因为它们可以进行定制以满足所需的性能,同时不仅保持低成本,而且减轻了重量。当受到外部载荷时,聚合物会经历粘弹-粘塑性响应。向聚合物中添加了各种增强剂和填充剂,在分析随时间变化的响应时带来了更多的复杂性。这项研究制定了一个集成的微力学模型和有限元(FE)分析,以预测聚合物基混杂复合材料的有效粘弹-粘塑性响应。所研究的混合系统由单向短纤维增强材料和基体系统组成,基体系统由分散在均质聚合物成分中的固体球形颗粒填料组成。目的是预测具有不同组成和纤维,颗粒和基质成分特性的混合系统的有效性能。聚合物成分使用了Schapery的粘弹性积分模型和Valanis的内粘粘塑性模型的组合。假定粒子和纤维成分为线性弹性。首先使用先前开发的颗粒增强复合材料的微机械模型来获得基质系统的有效机械性能。然后将基体的有效特性集成到短纤维增强复合材料的单元模型中,该模型使用有限元生成。矩阵的有效属性是使用FE框架中的用户材料子例程实现的。比较中使用了有限的实验数据和文献中提供的分析解决方案。

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