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On robustness of edge-based FE analysis using algebraic multigrid method

机译:基于代数多网格方法的基于边缘的有限元分析的鲁棒性

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摘要

Purpose - This paper discusses the robustness of the algebraic multigrid (AMG) method as well as geometric multigrid (GMG) method against mesh distortion in edge-based finite element analysis. Design/methodology/approach - Analyzes a simple magnetostatic problem, in which the model consists of a cubic iron and the surrounding air region. Prepares three meshes which have same number of elements to evaluate the robustness of multigrid against the distortion of mesh. Findings - The AMG method is shown to be more robust against mesh distortion than the GMG method. Originality/value - Shows that the AMG is more robust than the GMG. This result is of practical interest to the researchers in this field.
机译:目的-本文讨论了基于边缘的有限元分析中的代数多重网格(AMG)方法和几何多重网格(GMG)方法对网格变形的鲁棒性。设计/方法/方法-分析一个简单的静磁问题,其中模型由立方铁和周围的空气区域组成。准备三个具有相同数量元素的网格,以评估多重网格针对网格变形的鲁棒性。研究结果-与GMG方法相比,AMG方法显示出更强的抗网格变形能力。原创性/价值-表明AMG比GMG更强大。该结果对于该领域的研究人员具有实际意义。

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