## Electromagnetic ApplicationsGeneral Applications of BEM to electromagnetic problems are comparatively new although the method is ideally suited to solve these problems, which usually involve unbounded domains. The present volume comprises contributions by eminent researchers working on applications of boundary elements in electromagnetic problems. The volume deals with the solutions of Maxwell's equation for three-dimensional as well as two-dimensional cases. It also discusses combination of BEM with FEM particularly in the case of saturated media. Some chapters specifically deal with the design of electromagnetic devices. The book is essential reading to those engineers and scientists, who are interested in the state of the art for electrical and electromagnetic application of boundary elements. It is also an important reference for those engineers who are working on the design of electromagnetic components many of which can be advantageously carried out using BEM. |

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### Contents

ELECTRICAL AND ELECTROMAGNETIC | 1 |

THREEDIMENSIONAL MAGNETOSTATIC FIELD | 25 |

ELECTROMAGNETICAL PROBLEMS TAKING INTO | 47 |

Copyright | |

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### Common terms and phrases

air-gap analysis applied axisymmetric boundary conditions Boundary Element Formulation boundary element method Boundary Integral Equations Brebbia calculated coefficients coil conductor constant coordinates current density current sheet defined dielectric differential dimensional discretized domain eddy current problems electric field electrical machines electromagnetic field electromagnetic problems electromagnetic torque electrostatic Enokizono evaluated exciting current finite element method finite element region free-space fundamental solution geometry Green's function harmonic hybrid IEEE Trans induction interface Laplace equation linear magnetic circuit magnetic energy magnetic field problems magnetic flux density magnetic permeability magnetic vector potential magnetostatic fields Minimum Order multiply connected nodes normal component normal derivative obtained parameters permanent magnets Poisson's equation region Q relation rotor saturable region scalar potential Sect shape functions shown in Fig singular integrals solved stator subtriangulation surface integral symmetry tangential component technique term three-dimensional transformation triangular element two-dimensional unit normal vector unknown values variables voltage winding zero