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Ring fragmentation predictions using the Gurson model with material stability conditions as failure criteria

机译:使用Gurson模型以材料稳定性条件作为破坏准则的环断裂预测

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The Gurson constitutive model used in combination with failure criteria based on material stability and bifurcation has been used in a finite element model to predict fracture and fragmentation in a dynamic expanding ring experiment. Integration of the constitutive relation is through a two level iteration scheme operating only on scalar equations. It provides a robust solution for the large strain increments expected in shock problems. Numerically efficient failure criteria based on a bifurcation analysis and Drucker's condition for material stability arc evaluated at each integration point and at every time step. The models were used to predict the fracture strain and number of fragments for thin, electromagnetically loaded, expanding rings. The results show good predictions of time to failure. Predictions of the number of fragments are generally good, with the model based on Drucker's hypothesis being better at the higher strain rates. (C) 2002 Elsevier Science Ltd. All rights reserved. [References: 39]
机译:结合了基于材料稳定性和分叉的失效准则的Gurson本构模型已用于有限元模型中,以预测动态膨胀环实验中的断裂和破碎。本构关系的积分是通过仅在标量方程上运行的两级迭代方案进行的。它为冲击问题中预期的大应变增量提供了可靠的解决方案。基于分叉分析和材料稳定性的德鲁克条件的数值有效失效准则在每个积分点和每个时间步均进行了评估。该模型用于预测电磁加载的细扩环的断裂应变和碎片数量。结果显示了对故障时间的良好预测。碎片数量的预测通常是好的,基于Drucker假设的模型在较高的应变速率下会更好。 (C)2002 Elsevier ScienceLtd。保留所有权利。 [参考:39]

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