Computational electromagnetics : proceedings of the GAMM Workshop on Computational Electromagnetics, Kiel, Germany, January 26-28, 2001
著者
書誌事項
Computational electromagnetics : proceedings of the GAMM Workshop on Computational Electromagnetics, Kiel, Germany, January 26-28, 2001
（Lecture notes in computational science and engineering, 28）
Springer-Verlag, c2003
大学図書館所蔵 件 / 全4件
-
該当する所蔵館はありません
- すべての絞り込み条件を解除する
注記
Includes bibliographical references
内容説明・目次
内容説明
The dimmed outlines of phenomenal things all into one another unless we put on the merge focusing-glass of theory, and screw it up some times to one pitch of definition and sometimes to another, so as to see down into different depths through the great millstone of the world James Clerk Maxwell (1831 - 1879) For a long time after the foundation of the modern theory of electromag netism by James Clerk Maxwell in the 19th century, the mathematical ap proach to electromagnetic field problems was for a long time dominated by the analytical investigation of Maxwell's equations. The rapid development of computing facilities during the last century has then necessitated appropriate numerical methods and algorithmic tools for the simulation of electromagnetic phenomena. During the last few decades, a new research area "Computational Electromagnetics" has emerged com prising the mathematical analysis, design, implementation, and application of numerical schemes to simulate all kinds of relevant electromagnetic pro cesses. This area is still rapidly evolving with a wide spectrum of challenging issues featuring, among others, such problems as the proper choice of spatial discretizations (finite differences, finite elements, finite volumes, boundary elements), fast solvers for the discretized equations (multilevel techniques, domain decomposition methods, multipole, panel clustering), and multiscale aspects in microelectronics and micromagnetics.
目次
Gauged Current Vector Potential and Reentrant Corners in the FEM Analysis of 3D Eddy Currents.- Finite Elements for the Time Harmonic Maxwell's Equations.- Trace Theorems on Non-Smooth Boundaries for Functional Spaces Related to Maxwell Equations: an Overview.- Applications of the Mortar Element Method to 3D Electromagnetic Moving Structures.- Numerical Stability of Collocation Schemes for Time Domain Boundary Integral Equations.- hp-Adaptive Finite Elements for Maxwell's Equations.- Coupled Calculation of Eigenmodes.- Boundary Element Methods for Eddy Current Computation.- A Simple Proof of Convergence for an Edge Element Discretization of Maxwell's Equations.- The Time-Harmonic Eddy-Current Problem in General Domains: Solvability via Scalar Potentials.- Finite Element Micromagnetics.- Finite Integration Method and Discrete Electromagnetism.- Appendix. Color Plates.
「Nielsen BookData」 より
