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ADAPTIVE LARGE DEFORMATION VISCOPLASTSC FINITE ELEMENT ANALYSIS

机译:自适应大变形ViscoplastSC有限元分析

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The adaptive remeshing and rezoning procedures developed for large deformation finite element analysis using viscoplastic material model are presented in two dimensions. The adaptive procedure is driven by the posteriori error estimation technique. The nonlinear error estimators based on the energy rate norm error and the L{sub}2 norm error of incremental total strains are used for error computation. The remeshing algorithm creates new acceptable meshes in the course of the deformation process without any loss of geometric information. The remeshing of the current geometry is achieved using the boundary refinement technique. This technique is observed to be sufficiently accurate in problems where mesh refinement is largely required at the boundary or very close to the boundary of the structure. The rezoning procedure is then used to accurately interpolate the solution variables from the existing mesh to the new adaptively created mesh. The element subdivision approach is used during the rezoning process. The adaptive remeshing and rezoning procedures are developed for 6-node triangular element. These procedures are implemented in the general purpose finite element program, ANSYS, and are validated by solving two complex large strain examples. In both examples, these procedures are successful in achieving very high deformation levels in a structure.
机译:用于使用粘胶材料模型的大变形有限元分析开发的自适应倒闭和重新划分程序以两个维度提出。自适应过程由后验误差估计技术驱动。基于能量率标准误差的非线性误差估计和增量总株的L {sub} 2常规误差用于误差计算。倒闭算法在变形过程的过程中创建新的可接受网格,而不会丢失几何信息。使用边界改进技术实现当前几何形状的倒闭。观察到该技术在基本上在边界处大量需要的问题或非常接近结构的边界时足够准确。然后使用重新划分过程来准确地将解决方案变量从现有网格进行准确地插入新的自适应创建的网格。在重新划分过程中使用元素细分方法。为6节点三角形元素开发了自适应倒退和重新划分程序。这些程序是在通用有限元程序,ANSYS中实现的,并通过求解两个复杂的大应变示例来验证。在两个示例中,这些程序是成功在结构中实现非常高的变形水平。

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