Electromagnetic Applications

1. Front Matter

   Pages I-XIV

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2. Electrical and Electromagnetic Applications

   • M. M. Defourny, P. G. Scarpa

   Pages 1-24

3. Three-Dimensional Magnetostatic Field Analysis Using Vector Variables

   • L. Li, J. Luomi

   Pages 25-46

4. Electromagnetic Problems Taking into Account External Power Sources

   • M. Enokizono

   Pages 47-77

5. Boundary Element Methods for Eddy Current Problems

   • S. Kalaichelvan, J. D. Lavers

   Pages 78-117

6. The Use of Boundary Element Finite Element Coupling Method in Electrical Engineering

   • M. Burnet-Fauchez

   Pages 118-150

7. Hybrid Finite Element/Boundary Element Analysis of Electromagnetic Fields

   • J. D’Angelo

   Pages 151-181

8. Applications in the Analysis and Design of Electrical Machines

   • R. Magureanu, N. Vasile, M. Tiba, D. Homentcovschi, L. Kreindler

   Pages 182-231

9. Back Matter

   Pages 233-234

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General 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.

• Boundary Elements
• Electrical Motors
• Interface
• Maxwell
• Motor
• Potential
• calculus
• design
• development
• dynamics
• electrical engineering
• electrostatics
• finite element method
• machine
• numerical analysis

• Computational Mechanics Institute, Wessex Institute of Technology, Ashurst, Southampton, UK

  Carlos A. Brebbia

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