Modeling Random Short Nanofiber- and Microfiber-Reinforced Composites Using the Extended Finite-Element Method

Matthew G. Pike, Caglar Oskay
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引用次数: 11

Abstract

AbstractThis manuscript presents the formulation and implementation of an extended finite-element method (XFEM) for random short fiber-reinforced composite materials. A new enrichment function is proposed to incorporate the effect of random fiber inclusions within the XFEM framework to eliminate the need of using finite-element meshes compliant with fiber inclusions. The motion of the fiber inclusions are modeled by constraining the deformation field along the domain of the fiber inclusions. Coupling the XFEM along with the new enrichment function and constraint equations formulate the elastic response of short fiber-reinforced composites. Numerical integration procedures are provided for accurate evaluation of the system response for fiber tips that lie on arbitrary positions within the problem domain. The performance of the proposed model is verified against the direct finite-element method.
基于扩展有限元法的随机短纳米纤维和微纤维增强复合材料建模
摘要本文提出了随机短纤维增强复合材料的扩展有限元法(XFEM)的建立和实现。提出了一种新的富集函数,将随机纤维夹杂物的影响纳入XFEM框架,从而消除了使用纤维夹杂物的有限元网格的需要。通过约束沿纤维夹杂物区域的变形场来模拟纤维夹杂物的运动。将XFEM与新的富集函数和约束方程耦合,得到了短纤维增强复合材料的弹性响应。数值积分程序提供了准确评估系统响应的光纤尖端位于任意位置的问题域。通过直接有限元法验证了该模型的性能。
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