Computational electromagnetics. Proceedings of the GAMM workshop on computational electromagnetics, Kiel, Germany, January 26--28, 2001
The articles of this volume will be reviewed individually. Indexed articles: \textit{Bíró, Oszkár; Preis, Kurt}, Gauged current vector potential and reentrant corners in the FEM analysis of 3D eddy currents., 1-10 [Zbl 1065.78016] \textit{Boffi, Daniele}, Finite elements for the time harmonic Maxwell's equations., 11-22 [Zbl 1067.78015] \textit{Buffa, Annalisa}, Trace theorems on non-smooth boundaries for functional spaces related to Maxwell equations: An overview., 23-34 [Zbl 1061.53008] \textit{Buffa, Annalisa; Maday, Yvon; Rapetti, Francesca}, Applications of the mortar element method to 3D electromagnetic moving structures., 35-50 [Zbl 1065.78017] \textit{Davies, Penny; Duncan, Dugald}, Numerical stability of collocation schemes for time domain boundary integral equations., 51-67 [Zbl 1033.78012] \textit{Demkowicz, Leszek}, \(hp\)-adaptive finite elements for Maxwell's equations, 69-83 [Zbl 1030.78010] \textit{Glock, H.-W.; Rothemund, K.; van Rienen, U.}, Coupled calculation of eigenmodes, 85-101 [Zbl 1030.78014] \textit{Hiptmair, Ralf}, Boundary element methods for eddy current computation, 103-126 [Zbl 1031.65136] \textit{Monk, Peter}, A simple proof of convergence for an edge element discretization of Maxwell's equations, 127-141 [Zbl 1031.65122] \textit{Alonso Rodríguez, Ana; Fernandes, Paolo; Valli, Alberto}, The time-harmonic eddy-current problem in general domains: Solvability via scalar potentials, 143-163 [Zbl 1031.35140] \textit{Schrefl, Thomas; Suess, Dieter; Scholz, Werner; Forster, Hermann; Tsiantos, Vassilios; Fidler, Josef}, Finite element micromagnetics, 165-181 [Zbl 1030.82505] \textit{Weiland, Thomas}, Finite integration method and discrete electromagnetism, 183-209 [Zbl 1030.78012]
scientific article; zbMATH DE number 1878997