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Generating optimised partitions for parallel finite element computations employing float-encoded genetic algorithms

机译:使用浮点编码遗传算法为并行有限元计算生成优化分区

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This paper presents an algorithm for automatic partitioning of unstructured meshes for parallel finite element computations employing float-encoded genetic algorithms (FEGA). The problem of mesh partitioning is represented in such a way that the number of variables considered in the genome (chromosome) construction is constant irrespective of the size of the problem. In order to accelerate the computational process, several acceleration techniques like constraining the search space, local improvement after initial global partitioning have been attempted. Finally, micro float-encoded genetic algorithms have been developed to accelerate the computational process. Numerical experiments have been conducted to demonstrate the effectiveness of the GA based partitioning algorithms. The proposed algorithms have been tested on unstructured meshes describing practical engineering problems. Apart from these meshes, several benchmark problems available in the literature are also considered to evaluate the performance of the GA based partitioning algorithms. Results indicate that the proposed algorithms are qualitatively superior to popular spectral approaches and multilevel algorithms. It was also shown through numerical experiments that the micro-float-encoded genetic algorithms provide faster solutions with slight reduction in the quality when compared to float-encoded genetic algorithms.
机译:本文提出了一种使用浮点编码遗传算法(FEGA)的用于并行有限元计算的非结构化网格自动划分算法。网格划分问题以这样的方式表示:在基因组(染色体)构建中考虑的变量数量是恒定的,而与问题的大小无关。为了加速计算过程,已尝试了几种加速技术,例如,限制搜索空间,在初始全局分区后进行局部改进。最后,微浮点编码遗传算法已被开发出来,以加快计算过程。已经进行了数值实验,以证明基于GA的分割算法的有效性。所提出的算法已在描述实际工程问题的非结构网格上进行了测试。除了这些网格,还考虑了文献中提供的一些基准问题来评估基于GA的分区算法的性能。结果表明,所提出的算法在质量上优于流行的频谱方法和多级算法。通过数值实验还表明,与浮点编码遗传算法相比,微浮点编码遗传算法提供了更快的解决方案,但质量略有下降。

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