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A simple volume loss recovery scheme in non-steady state metal forming analysis by the rigid-plastic FEM

机译:刚塑性有限元法在非稳态金属成形分析中的简单体积损失恢复方案

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摘要

As regards the rigid-plastic finite element method (FEM), in order to recover the volume loss and thus to maintain the volume constancy within an allowable amount even for a relatively large increment at one calculation step, a simple computational scheme has been proposed. The principal idea and the formulation for FEM are presented. Two simple upsetting problems are solved to verify its effectiveness. The proposed scheme removes drastically the volume loss deterioration within a satisfactory accuracy of volume constancy.
机译:关于刚塑性有限元法(FEM),为了在一个计算步骤中即使相对较大的增量来恢复体积损失并因此将体积常数保持在允许的量内,已经提出了一种简单的计算方案。介绍了有限元的基本思想和公式。解决了两个简单的问题,以验证其有效性。所提出的方案在令人满意的体积常数精度内大幅度地消除了体积损失的恶化。

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