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ALE Formulation and Simulation Techniques in Integrated Computer Aided Design and Engineering System with Industrial Metal Forming Applications

机译:具有工业金属成型应用的集成计算机辅助设计与工程系统中的ALE公式与仿真技术

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A mechanical computer aided design and engineering system can be used to reduce the design-to-manufacture cycle time in metal forming process. Such a system could be built upon a solid modeling geometry engine and an efficient finite element (FE) solver. The maintenance of a high-quality mesh throughout the analysis is an essential feature of an efficient finite element simulation of large strain metal forming problems. In this paper, a mesh adaptation technique employing the Arbitrary Lagrangian-Eulerian formulation (ALE) is applied to some industrial metal forming problems. An ACIS boundary representation of the solid model is employed. This type of representation provides the necessary data for adaptive meshing techniques. To take care of large deformations, the Lagrangian types of mesh adaptation zones are used. The new mesh, which is updated at a given frequency, is found by iterating on the adaptation zones. During this process, mesh nodes are moved to new positions in order to have a more regular mesh size distribution. There are, however, cases where the ALE method needs an initial spatial mesh pattern to be able to complete the analysis. The required initial mesh depends on the plastic flow pattern of material. Examples of large strain metal forming problems illustrate the effectiveness of the method in industrial environment.
机译:可以使用机械计算机辅助设计和工程系统来减少金属成型过程中从设计到制造的周期时间。这样的系统可以建立在实体建模几何引擎和有效的有限元(FE)求解器上。在整个分析过程中,高质量网格的维护是大型应变金属成形问题的有效有限元模拟的基本特征。本文将采用任意拉格朗日-欧拉公式(ALE)的网格自适应技术应用于一些工业金属成形问题。使用实体模型的ACIS边界表示。这种表示形式为自适应网格划分技术提供了必要的数据。为了照顾大的变形,使用了拉格朗日类型的网格自适应区域。通过在适应区域上进行迭代,可以找到以给定频率更新的新网格。在此过程中,网格节点将移动到新位置,以具有更规则的网格尺寸分布。但是,在某些情况下,ALE方法需要初始空间网格图案才能完成分析。所需的初始网格取决于材料的塑性流动模式。大型应变金属成形问题的例子说明了该方法在工业环境中的有效性。

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