Description
Advanced topics of research in field computation are explored in this publication. Contributions have been sourced from international experts, ensuring a comprehensive specialist perspective. A unity of style has been achieved by the editor, who has specifically inserted appropriate cross-references throughout the volume, plus a single collected set of references at the end. The book provides a multi-faceted overview of the power and effectiveness of computation techniques in engineering electromagnetics. In addition to examining recent and current developments, it is hoped that it will stimulate further research in the field.
Chapter
Chapter 2. Solution of 3-D Eddy Current Problems by Finite Elements
pp.:
56 – 92
Chapter 3. Coupling Finite Element Models of Electrical Machinery to External Circuits
pp.:
92 – 135
Chapter 4. Analysis of Magnetic Vibrations in Rotating Electric Machines
pp.:
135 – 198
Chapter 5. Electrical Circuits and Finite Element Field Models: A General Approach
pp.:
198 – 219
Chapter 6. Modeling Magnetic Materials for Finite Element Simulation
pp.:
219 – 249
Chapter 7. Finite Elements in the Analysis of Recording Devices
pp.:
249 – 277
Chapter 8. Application of Integral and Differential Methods to Electromagnetic Field Problems
pp.:
277 – 361
Chapter 9. Edge Elements
pp.:
361 – 413
Chapter 10. Synthesizing Devices through Finite Element Performance Modeling
pp.:
413 – 447
Chapter 11. Parallel Algorithms and Matrix Solvers in Finite Element Field Analysis
pp.:
447 – 478
Chapter 12. Numerical Methods for Characterizing High-Speed Interconnects in Digital Circuits
pp.:
478 – 518
Chapter 13. Electromagnetic Signal Processing: A Case Study
pp.:
518 – 550
Chapter 14. Computation of Pulsed Electromagnetic Fields: With Neural Network Applications
pp.:
550 – 601
Chapter 15. Open Boundary Problems with Finite Elements
pp.:
601 – 619
Chapter 16. On the Features of Electromagnetic Finite Element Analysis Software Packages
pp.:
619 – 632
Appendix A: Vector Identities
pp.:
632 – 633
Appendix B: The Uniqueness of the Scalar Potential
pp.:
633 – 635
Appendix C: The Uniqueness of the Vector Field
pp.:
635 – 636
Appendix D: Integration of Triangular Coordinates
pp.:
636 – 640
Collected Bibliography
pp.:
640 – 669