Finite element modeling of unbounded problems: use of a geometrical transformation and comparison with the boundary integral method

El Ouazzani Y.; Rioux-Damidau F.

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Finite element modeling of unbounded problems: use of a geometrical transformation and comparison with the boundary integral method

机译：无限问题的有限元建模：使用几何变换并与边界积分法进行比较

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We present comparisons between two methods allowing the modeling of low frequencies electromagnetic fields: the coupling of a finite element method with a boundary integral method, and the use of a geometrical transformation. Nodal and edge variables are considered.

机译：我们介绍了可以对低频电磁场建模的两种方法之间的比较：有限元方法与边界积分方法的耦合以及几何变换的使用。考虑节点和边缘变量。

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《IEEE Transactions on Magnetics》 |1996年第3期|P.1401-1404|共4页
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El Ouazzani Y.; Rioux-Damidau F.;
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中图分类磁性材料、铁氧体;
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Finite element modeling of unbounded problems: use of a geometrical transformation and comparison with the boundary integral method

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