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Numerical analysis for three-dimensional bulk metal forming processes with arbitrarily shaped dies using the rigid/visco-plastic element free Galerkin method

机译:刚性/粘塑性塑性自由伽勒金方法对任意形状模具进行三维大块金属成形过程的数值分析

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The rigid/visco-plastic element free Galerkin method is applied to analyze three-dimensional bulk metal forming processes with arbitrarily shaped dies. Mesh approximation method is used to describe the mould cavity and an interface program for reading STL data in ASCII format is developed. Positions of contact nodes are modified in terms of shortest distance principle from contact nodes to triangle patches, the problem of “normal vector blind area” caused by drawing vertical line to triangle patches to search perpendicular point is solved. A meshless method numerical analysis procedure is developed, and simulation analysis steps and program flow are presented. The meshless analysis of the three-dimensional non-steady metal deformation processes with arbitrarily shaped dies is realized. The “cross-shaped” extrusion process is simulated by the procedure and the corresponding experiment is carried out. The effectiveness and validity of the proposed methods and numerical simulation program are evaluated by comparing numerical analysis results with the experimental results.
机译:采用无胶粘塑性塑料的Galerkin方法来分析具有任意形状的模具的三维块状金属成形工艺。使用网格近似法描述模具型腔,并开发了用于读取ASCII格式的STL数据的接口程序。根据从接触节点到三角形斑块的最短距离原理修改了接触节点的位置,解决了将垂直线绘制到三角形斑块以寻找垂直点而导致的“法向矢量盲区”问题。提出了一种无网格方法的数值分析程序,并给出了仿真分析步骤和程序流程。实现了具有任意形状模具的三维非稳态金属变形过程的无网格分析。通过该过程模拟了“十字形”挤压过程,并进行了相应的实验。通过将数值分析结果与实验结果进行比较,评估了所提方法和数值模拟程序的有效性和有效性。

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