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SDM 2013 Student Papers Competition Modeling fiber-matrix splitting failure through a mesh-objective continuum-decohesive finite element method

机译:SDM 2013学生论文竞赛通过网格目标连续体去粘有限元方法模拟纤维-基质分裂破坏

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A new finite element formulation that can seamlessly model the transition from a continuum to a non-continuum (through fracture) is introduced in this paper. In-plane fiber-matrix fracture (also referred to as splitting) is frequently observed in tensile failure of fiber reinforced polymer matrix composites (FRPC). This mechanism is modeled through the development of a continuum-decohesive finite element (CDFE) by considering a single lamina. The transition from a continuum to a non-continuum in the CDFE method is modeled directly (physically) without resorting to enrichment of the shape functions of the element, as is done in other methods, such as the variational multiscale cohesive method (VMCM) or through nodal enrichment as in extended finite element method (XFEM). The CDFE is a natural merger between cohesive elements and continuum elements. Predictions using the CDFE method were found to be in very good agreement with corresponding experimental data for open hole tension tests of fiber reinforced lamina.
机译:本文介绍了一种新的有限元公式,该公式可以无缝模拟从连续体到非连续体(通过断裂)的过渡。在纤维增强聚合物基复合材料(FRPC)的拉伸破坏中经常观察到面内纤维基体断裂(也称为分裂)。通过考虑单个薄层,通过开发连续性去粘连有限元(CDFE),可以对这种机制进行建模。在CDFE方法中,从连续体到非连续体的过渡是直接(物理)建模的,而无需像其他方法(如变分多尺度内聚法(VMCM)或通过扩展有限元方法(XFEM)中的节点富集。 CDFE是内聚性元素和连续性元素之间的自然融合。发现使用CDFE方法进行的预测与纤维增强薄片的裸眼张力测试的相应实验数据非常吻合。

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