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Dynamic stationary crack analysis of isotropic solids and anisotropic composites by enhanced local enriched consecutive-interpolation elements

机译:用增强局部富集连续插值单元对各向同性固体和各向异性复合材料进行动态静裂纹分析

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The recently developed local enriched consecutive-interpolation 4-node quadrilateral element (XCQ4) is extended to study transient dynamic stress intensity factors (DSIFs) for isotropic solids and anisotropic composite materials containing stationary cracks. The XCQ4 involves both nodal values and averaged nodal gradients as interpolation conditions to smooth the distribution of unknown variables. The possible physical properties of enriched nodes in consecutive-interpolation procedure (CIP) would be thought as non-locality feature, which could improve the accuracy of results and eliminate the non-smooth stresses among inter-elements. In XCQ4, the crack is determined by level set function and enriched by Heaviside and crack-tip enrichment functions with special anisotropic enriched crack-tip functions. Timedependent discrete equations for dynamic cracks are solved by Newmark time integration scheme at each time step without considering the effects of velocity-based global damping matrix. The proposed method is verified through a series of numerical examples of transient fracture in both isotropic and anisotropic materials. Numerical DSIFs are compared with reference solutions available in literature. The behavior of dynamic response is explored in specimens with complex configuration under step and sine loads. (C) 2017 Elsevier Ltd. All rights reserved.
机译:最近开发的局部富集连续插值4节点四边形元素(XCQ4)扩展为研究各向同性固体和包含固定裂纹的各向异性复合材料的瞬态动应力强度因子(DSIF)。 XCQ4涉及节点值和平均节点梯度,作为插值条件,可平滑未知变量的分布。连续插值过程(CIP)中富集节点可能的物理特性被认为是非局部性,可以提高结果的准确性并消除元素间的非光滑应力。在XCQ4中,裂纹由水平集函数确定,并由Heaviside和具有特殊各向异性的富集裂纹尖端功能的裂纹尖端富集功能来富集。通过Newmark时间积分方案在每个时间步上求解动态裂纹的时变离散方程,而无需考虑基于速度的全局阻尼矩阵的影响。通过一系列各向同性和各向异性材料中瞬态断裂的数值例子,验证了该方法的有效性。将数字DSIF与文献中提供的参考解决方案进行了比较。在阶跃和正弦载荷下具有复杂配置的样本中探讨了动态响应的行为。 (C)2017 Elsevier Ltd.保留所有权利。

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