首页> 外文期刊>Journal of Mechanical Science and Technology >Performance comparison of interpolation operators of multi-grid method based on a distance weighted and area (volume) intersection approaches Part II: Finite element discretization
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Performance comparison of interpolation operators of multi-grid method based on a distance weighted and area (volume) intersection approaches Part II: Finite element discretization

机译:基于距离加权和面积(体积)交叉点的多电网方法插值运算符的性能比较第II部分:有限元离散化

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摘要

A new interpolation/restriction operator based on a distance weight method proposed in the Part I of this paper is adopted for multigrid method in the context of finite element method. The algorithm to construct the new operator is employed for any kind of unstructured non-nested meshes with different resolutions. The performance of the new operator has been compared with that of an existing interpolation/restriction operator based on an area (volume) shape function of finite element method by solving 2D/3D elliptic equations. The present numerical experiments reveal that the new operator is comparable to the operator based on the shape function in terms of CPU time whereas the new operator is much simpler to implement than the existing operator and thus consumes a smaller CPU time in the pre-processing step.
机译:在有限元方法的背景下采用基于本文第I部分中提出的基于本文的距离重量方法的新的插值/限制运算符。 构建新操作员的算法用于任何类型的非结构化非嵌套网格,具有不同分辨率。 通过求解2D / 3D椭圆方程,将新操作员的性能与基于有限元方法的区域(体积)形状函数的现有插值/限制运算符进行比较。 本实验表明,新的操作员基于CPU时间方面的形状函数与操作员相当,而新操作员能够比现有操作员更简单地实现,从而在预处理步骤中消耗较小的CPU时间 。

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