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MESHLESS ANALYSIS OF BACKWARD EXTRUSION BY NATURAL ELEMENT METHOD

机译:向后挤压的自然要素无网格分析

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In this paper, a computational technique is presented based on the natural element method (NEM) for large plastic deformation simulation of the metal forming problems. NEM is a numerical technique in the field of computational mechanics and can be considered as a meshless method. The selected process is backward extrusion for circular shape hollow components from round billets. The punch stroke value is divided into sub-steps, whereas a new set of nodes become active at the end of each sub-step of deformation. Solutions are obtained for different area reductions under friction condition. Hollman-Ludwik law is selected to explain the material behavior after the yielding point. The experiments are carried out with fully annealed commercial aluminum alloy billets at room temperature, using various punch sizes. A set of die and punches are designed and constructed for experimental works. The validity of the proposed method is verified by comparing the results from deformed geometry, contours of equivalent strain and forming loads with those obtained from finite element simulation and experimental measurements. It is concluded that the results obtained by NEM are in good agreement with those from FEM and experiments and therefore, the meshless natural element method is capable of handling large plastic deformation.
机译:本文提出了一种基于自然元法(NEM)的计算技术,用于对金属成形问题进行大塑性变形模拟。 NEM是计算力学领域中的一种数值技术,可以被视为无网格方法。选择的过程是从圆坯中向后挤压圆形空心部件。打孔笔划值分为多个子步骤,而在变形的每个子步骤结束时,一组新的节点将变为活动状态。在摩擦条件下获得了不同面积减小的解决方案。选择Hollman-Ludwik定律来解释屈服点之后的材料行为。实验是在室温下使用各种冲头尺寸对完全退火的商用铝合金坯料进行的。设计和制造了一组用于实验的冲模。通过比较变形几何形状,等效应变轮廓和成形载荷的结果与有限元模拟和实验测量获得的结果进行比较,验证了该方法的有效性。结论是,NEM所得的结果与有限元法和实验所得的结果吻合良好,因此,无网格自然元法能够处理较大的塑性变形。

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