Yee’s巨细胞的三维图像

L. Kulas, M. Mrozowski
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引用次数: 3

摘要

引入了三维Yee巨细胞的概念。宏单元格是麦克斯韦网格方程的降阶模型,用于比常规Yee单元稍大的密集亚网格体积。讨论了模型降阶过程中变量数的三次增长和正交性损失等问题。结果表明,具有较高精细化因子的三维Yee巨细胞可在数秒内构建。数值试验结果表明,宏单元可以显著提高网格精度,且成本远低于分段或分级网格。
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Yee's macrocells in three dimensions
A concept of Yee's macrocells in three dimensions is introduced. The macrocell is a reduced order model of Maxwell's grid equation written for densely subgridded volume slightly larger than a regular Yee's cell. Problems related to cubic growth of the number of variables and orthogonality loss during the model order reduction process are addressed. It is shown that 3D Yee's macrocells with high refinement factors can be constructed in seconds. Numerical tests show that macrocells can significantly improve the accuracy at a cost much lower than for subgridding or graded meshing.
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