An out-of-core method for computing connectivities of large unstructured meshes

S. Ueng, K. Sikorski
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引用次数: 6

Abstract

Adjacency graphs of meshes are important for visualizing or compressing unstructured scientific data. However, calculating adjacency graphs requires intensive memory space. For large data sets, the calculation becomes very inefficient on desk-top computers with limited main memory. In this article, an out-of-core method is presented for finding connectivities of large unstructured FEA data sets. Our algorithm composes of three stages. At the first stage, FEA cells are read into main memory in blocks. For each cell block read, cell faces are generated and distributed into disjoint groups. These groups are small enough such that each group can reside in main memory without causing any page swapping. The resulted groups are stored in disk files. At the second stage, the face groups are fetched into main memory and processed there one after another. Adjacency graph edges are determined in each face group by sorting faces and examining consecutive faces. The edges contained in a group are kept in a disk file. At the third stage, edge files are merged into a single file by using external merge sort, and the connectivity information is computed.
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一种计算大型非结构化网格连通性的外核方法
网格邻接图对于可视化或压缩非结构化科学数据非常重要。然而,计算邻接图需要大量的内存空间。对于大型数据集,在主内存有限的台式计算机上计算变得非常低效。本文提出了一种寻找大型非结构化有限元数据集连通性的核外方法。我们的算法由三个阶段组成。在第一阶段,FEA单元以块的形式读入主存储器。对于每个单元块读取,生成单元面并将其分布到不相交的组中。这些组足够小,因此每个组都可以驻留在主内存中,而不会导致任何页面交换。结果组存储在磁盘文件中。在第二阶段,人脸组被提取到主存储器中,并在主存储器中依次处理。邻接图边是通过对每个人脸组进行排序和检查连续的人脸来确定的。组中包含的边保存在磁盘文件中。第三阶段,采用外部归并排序将边缘文件合并为单个文件,并计算连接信息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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