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A scheme for volume loss recovery and incremental volume control in non-steady state metal forming analyses by rigid-plastic finite element method

机译:刚塑性有限元法在非稳态金属成形过程中的体积损失恢复和增量体积控制方案

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摘要

One of the major advantages of rigid-plastic FEM is that it can use a relatively large increment and thus the computation efficiency is high. But, when a large time increment is used, a large volume change is induced and thus the volume constancy is disturbed. This causes a serious problem in the prediction of the proper filling of metal in a die cavity and produces some defects in the process design, though it is the main purpose of the numerical simulation. Therefore it is strongly desired to suppress such volume changes to be the allowable limit. In this paper, we propose a simple computational scheme recovering the volume change. It includes both the volume change accumulated over all the incremental calculation steps and that caused during a single step. Simple cylindrical billets in upsetting and extrusion are considered. From these it is confirmed that the volume change is significantly reduced and the accuracy of the calculated processing load is also improved. It should be noted that the proposed scheme is quite simple and can be easily implemented into any existing code.
机译:刚塑性有限元的主要优点之一是它可以使用相对较大的增量,因此计算效率很高。但是,当使用较大的时间增量时,会引起较大的体积变化,因此会破坏体积恒定性。尽管这是数值模拟的主要目的,但这在预测型腔中金属的正确填充方面会引起严重的问题,并在工艺设计中产生一些缺陷。因此,强烈希望将这种体积变化抑制为允许极限。在本文中,我们提出了一种恢复体积变化的简单计算方案。它既包括所有增量计算步骤中累积的体积变化,也包括单个步骤中引起的体积变化。考虑了粗加工和挤压中的简单圆柱坯。由此证实,体积变化显着减小,并且所计算的处理负荷的精度也得到提高。应当注意,所提出的方案非常简单,并且可以容易地实现为任何现有代码。

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