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A criterion for void coalescence in anisotropic ductile materials

机译:各向异性延性材料中空隙聚结的准则

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摘要

Plastic anisotropy in the form of texture development and void shape evolution can significantly affect damage growth rates and overall strain to failure in ductile materials. A criterion for the onset of coalescence, which is the transition from void growth by diffuse plastic deformation to localized plasticity in the ligament connecting neighboring voids, is a critical component of any predictive model for ductile fracture. In this paper, a new micromechanics-based criterion for void coalescence, combining both forms of anisotropy above, is developed using homogenization and limit analysis of a hollow cylindrical representative volume element made of an orthotropic material of the Hill type. Two possible modes of coalescence, corresponding to necking instability and shear strain localization in the transverse inter-void ligament, are accounted for in the analysis. The final form of the coalescence criterion has an interesting symmetry with Gurson-type yield criteria for porous materials and is shown to be an improvement over existing models for the special case of isotropic matrix behavior. For validation of the analytical model, quasi exact numerical coalescence loci are computed using a finite elements based limit analysis method for the special case of transversely isotropic materials. The analytical model is shown to be in good agreement with the numerical data, except for highly oblate void shapes approaching penny shape cracks. A heuristic modification for the model is proposed, which significantly improves the model predictions in that limit (C) 2016 Elsevier Ltd. All rights reserved.
机译:纹理各向异性和空隙形状演变形式的塑性各向异性会显着影响韧性材料的破坏增长率和破坏的整体应变。凝聚开始的标准,即从弥散塑性变形引起的空隙生长到连接相邻空隙的韧带中的局部可塑性的过渡,是任何韧性断裂预测模型的关键组成部分。在本文中,通过均质化和对由Hill型正交异性材料制成的空心圆柱形代表体积元进行极限分析,开发了一种新的基于微力学的空隙合并准则,结合了上述两种形式的各向异性。分析中考虑了两种可能的合并模式,分别对应于横向空隙韧带中的颈缩不稳定性和剪切应变局部化。聚结准则的最终形式与多孔材料的Gurson型屈服准则具有有趣的对称性,并且被证明是对各向同性基体行为特殊情况的现有模型的改进。为了验证分析模型,对于横观各向同性材料的特殊情况,使用基于有限元的极限分析方法来计算准精确数值合并轨迹。分析模型显示出与数值数据非常吻合,除了高度扁圆的空隙形状接近便士形裂纹。提出了对该模型的启发式修改,该修改显着改善了该限制(C)2016 Elsevier Ltd.中的模型预测。保留所有权利。

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