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A new posteriori error estimation concept for three-dimensional finite element solution

机译：三维有限元解决方案的新后验误差估计概念

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3-D FEM has been widely applied for accurate analysis of electromagnetic fleld. In this paper, a new concept for essential discussions with governing equations of electromagnetic field is studied for a posteriori error estimation. Ampere's circuital law is applied for results of FEM.

机译：3D FEM已被广泛应用于精确分析电磁场。在本文中，研究了与电磁场的控制方程的基本讨论的新概念进行了后验误差估计。 Ampere的赛道法用于FEM的结果。

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《Biennial IEEE Conference on Electromagnetic Field Computation 》|1998年||共1页
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Koichi Koibuchi; Koichiro Sawa; Institute of Electrical and Electronics Engineers;
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中图分类 TB973.5;
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专利

1. A new posteriori error estimation concept for three-dimensional finite element solution [J] . Koibuchi K., Sawa K. IEEE Transactions on Magnetics . 1999 ,第3期

机译：三维有限元解的后验误差估计新概念
2. A posteriori error estimation for finite element solutions of Helmholtz' equation - Part II: estimation of the pollution error [J] . I. Babuska, F. Ihlenburg, T. Trouboulis, International Journal for Numerical Methods in Engineering . 1997 ,第21期

机译：亥姆霍兹方程有限元解的后验误差估计-第二部分：污染误差的估计
3. The Cauchy-Riemann equations: Discretization by finite elements, fast solution of the second variable, and a posteriori error estimation [J] . Jan Brandts Advances in computational mathematics . 2002 ,第1a4期

机译：Cauchy-Riemann方程：有限元离散化，第二个变量的快速求解，以及后验误差估计
4. A new posteriori error estimation concept for three-dimensional finite element solution [C] . Koichi Koibuchi, Koichiro Sawa, Institute of Electrical and Electronics Engineers Biennial IEEE Conference on Electromagnetic Field Computation . 1998

机译：三维有限元解决方案的新后验误差估计概念
5. A posteriori estimation of the error in the finite element solution by computation of the guaranteed upper and lower bounds. [D] . Gangaraj, Srihari Kumar. 1999

机译：通过计算保证的上下限，对有限元解中的误差进行后验估计。
6. Error Estimation of Nanoindentation Mechanical Properties Near a Dissimilar Interface via Finite Element Analysis and Analytical Solution Methods [O] . Y. Zhao, T. C. Ovaert -1

机译：通过有限元分析和解析解方法的误差压痕力学性能接近相异接口的估计
7. Elementwise A Posteriori Error Estimation of Finite Element Solutins for Three-Dimensional Elastic Proflems and Plate Bending Problems. [O] . Hideomi OHTSUBO, Mitsuru KITAMURA 1991

机译：Quoully一种后验误差估计三维弹性问题的有限元解析和板弯曲问题。
8. Feedback Finite Element Method with a Posteriori Error Estimation. Part 1. The Finite Element Method and Some Basic Properties of the A Posteriori Error Estimator. [R] . Babuska, I., Miller, A. 1984

机译：具有后验误差估计的反馈有限元方法。第1部分：后验误差估计的有限元方法和一些基本性质。

A new posteriori error estimation concept for three-dimensional finite element solution

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