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ALTERING CONNECTIVITY WITH LARGE DEFORMATION MESH FOR LAGRANGIAN METHOD AND ITS APPLICATION IN MULTIPLE MATERIAL SIMULATION

机译:拉格朗日方法用大变形网格改变连通性及其在多种材料模拟中的应用

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摘要

A new approach for treating the mesh with Lagrangian scheme of finite volume method is presented. It has been proved that classical Lagrangian method is difficult to cope with large deformation in tracking material particles due to severe distortion of cells, and the changing connectivity of the mesh seems especially attractive for solving such issues. The mesh with large deformation based on computational geometry is optimized by using new method. This paper develops a processing system for arbitrary polygonal unstructured grid,the intelligent variable grid neighborhood technologies is utilized to improve the quality of mesh in calculation process, and arbitrary polygonal mesh is used in the Lagrangian finite volume scheme. The performance of the new method is demonstrated through series of numerical examples, and the simulation capability is efficiently presented in coping with the systems with large deformations.
机译:提出了一种用有限体积拉格朗日法求解网格的新方法。业已证明,经典的拉格朗日方法由于单元的严重变形而难以应对跟踪材料颗粒中的大变形,并且网格的连接性的变化似乎对于解决此类问题特别有吸引力。利用新方法对基于计算几何的大变形网格进行了优化。本文开发了一种任意多边形非结构化网格处理系统,利用智能可变网格邻域技术提高了计算过程中网格的质量,在拉格朗日有限体积方案中采用了任意多边形网格。通过一系列数值例子证明了该新方法的性能,并有效地应对了大变形系统的仿真能力。

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