Titlebook: Scientific Computing in Electrical Engineering; Proceedings of the S Wilhelmus H. A. Schilders,E. Jan W. Maten,Stephan Conference proceedi

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,G. Lamé vs. J.C. Maxwell: How to Reconcile Them?,ogether. This can be best exemplified by the problematic status of the electrodynamics of deformable media. The blame can be laid mainly on the limitations of the underlying theoretical frameworks and on the practitioners’ education, too narrow to bridge the gap between them. I would like to concent

ODIUM

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Recent Advances in Finite Integration Technique for High Frequency Applications, (FDTD) method. Some shortcomings of the standard formulation are discussed which limit the applicability or at least the efficiency of the time domain variant of FIT. The novel developments which are proposed in this paper cover both the basic geometrical modeling in space and time and advanced met

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Toward Generalized Finite Element Difference Methods for Electro- and Magnetostatics,ational principles. Curved material boundaries are approximated . on relatively coarse regular rectangular or hexahedral grids by a judicious choice of local approximating functions, rather than geometrically on conforming meshes. The grids do not have to resolve small geometric details. The propose

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Electrical RLC Networks and Semiconductor Devices,rk, in a multiphysics approach. For linear RLC networks containing diodes as distributed devices, we construct a mathematical model that combines the differentialalgebraic network equations of the circuit with elliptic boundary value problems modelling the diodes. For this mixed initial-boundary val

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Modified Extended BDF Time-Integration Methods, Applied to Circuit Equations,Differential Algebraic circuit Equations (DAE) is the Backward Differentiation Formula (BDF) method. In 1983, J. Cash proposed the Modified Extended BDF (MEBDF) method, which combines better stability properties and higher order of convergence than BDF, but requires more computations per step. We pr

OREX

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