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Rigid-plastic Finite Element Simulation of Cold Forging and Sheet Metal Forming by Eulerian Meshing Method

机译:欧拉啮合法形成冷锻和金属板材的刚性塑性有限元模拟

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A computational technique of rigid-plastic finite element method by using the Eulerian meshing method was developed to deal with large deformation problem in metal forming by replacing the conventional way of applying complicated remeshing schemes when using the Lagrange's elements. During metal forming process, a workpiece normally undergoes large deformation and causes severe distortion of elements in finite element analysis. The distorted element may lead to instability in numerical calculation and divergence of non-linear solution in finite element analysis. With Eulerian elements, the initial elements are generated to fix into a specified analytical region with particles implanted as markers to form the body of a workpiece. The particles are allowed to flow between the elements after each deformation step to show the deforming pattern of material. Four types of cold forging and sheet metal clinching were conducted to investigate the effectiveness of the presented method. The proposed method is found to be effective by comparing the results on dimension of the final product, material flow behaviour and punch load versus stroke obtained from simulation and experiment.
机译:开发了一种刚性塑料有限元方法的计算技术,通过使用拉格朗日元素时,通过更换常规方法来处理金属成形中的大变形问题。在金属形成过程中,工件通常经历大变形并导致有限元分析中的元素的严重变形。在有限元分析中,扭曲的元件可能导致非线性解决方案的数值计算和分歧的不稳定性。利用欧拉元素,产生初始元件以固定到指定的分析区域中,其中颗粒植入为标记以形成工件的主体。在每个变形步骤之后允许颗粒在元件之间流动以显示材料的变形图案。进行了四种类型的冷锻和金属板铆接,以研究所提出的方法的有效性。通过比较最终产品的尺寸,材料流动行为和冲压载荷与模拟和实验中的冲程的结果,发现该方法是有效的。

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