| Titre : | Time–Harmonic Electromagnetic Fields | | Type de document : | texte imprimé | | Auteurs : | Roger F. Harrington, Auteur | | Editeur : | New York, Chichester, Bricebane : Wiley-Interscience/John Wiley & Sons | | Année de publication : | 2001 | | Collection : | IEEE Press Series on Electromagnetic Wave Theory | | Importance : | 480 p. | | Présentation : | couv. ill.,ill. | | Format : | 24,1 cm. | | ISBN/ISSN/EAN : | 978-0-471-20806-8 | | Langues : | Anglais (eng) | | Catégories : | ELECTROTECHNIQUE
| | Index. décimale : | 10-06 Electromagnétisme | | Résumé : | First published in 1961, Roger Harrington′s Time–Harmonic Electromagnetic Fields is one of the most significant works in electromagnetic theory and applications. Over the past forty years, it proved to be a key resource for students, professors, researchers, and engineers who require a comprehensive, in–depth treatment of the subject. Now, IEEE is reissuing the classic in response to requests from our many members, who found it an invaluable textbook and an enduring reference for practicing engineers.
About the IEEE Press Series on Electromagnetic Wave Theory
The IEEE Press Series on Electromagnetic Wave Theory offers outstanding coverage of the field. It consists of new titles of contemporary interest as well as reissues and revisions of recognized classics by established authors and researchers. The series emphasizes works of long–term archival significance in electromagnetic waves and applications. Designed specifically for graduate students, researchers, and practicing engineers, the series provides affordable volumes that explore and explain electromagnetic waves beyond the undergraduate level. | | Note de contenu : | Table of contents
Preface.
Chapter 1 Fundamental Concepts.
Chapter 2 Introduction to Waves.
Chapter 3 Some Theorems and Concepts.
Chapter 4 Plane Wave Functions.
Chapter 5 Cylindrical Wave Functions.
Chapter 6 Spherical Wave Functions.
Chapter 7 Perturbational and Variational Techniques.
Chapter 8 Microwave Networks.
Appendix A: Vector Analysis.
Appendix B: Complex Permittivities.
Appendix C: Fourier Series and Integrals.
Appendix D: Bessel Functions.
Appendix E: Legendre Functions.
Bibliography.
Index. |
Time–Harmonic Electromagnetic Fields [texte imprimé] / Roger F. Harrington, Auteur . - New York, Chichester, Bricebane : Wiley-Interscience/John Wiley & Sons, 2001 . - 480 p. : couv. ill.,ill. ; 24,1 cm.. - ( IEEE Press Series on Electromagnetic Wave Theory) . ISBN : 978-0-471-20806-8 Langues : Anglais ( eng) | Catégories : | ELECTROTECHNIQUE
| | Index. décimale : | 10-06 Electromagnétisme | | Résumé : | First published in 1961, Roger Harrington′s Time–Harmonic Electromagnetic Fields is one of the most significant works in electromagnetic theory and applications. Over the past forty years, it proved to be a key resource for students, professors, researchers, and engineers who require a comprehensive, in–depth treatment of the subject. Now, IEEE is reissuing the classic in response to requests from our many members, who found it an invaluable textbook and an enduring reference for practicing engineers.
About the IEEE Press Series on Electromagnetic Wave Theory
The IEEE Press Series on Electromagnetic Wave Theory offers outstanding coverage of the field. It consists of new titles of contemporary interest as well as reissues and revisions of recognized classics by established authors and researchers. The series emphasizes works of long–term archival significance in electromagnetic waves and applications. Designed specifically for graduate students, researchers, and practicing engineers, the series provides affordable volumes that explore and explain electromagnetic waves beyond the undergraduate level. | | Note de contenu : | Table of contents
Preface.
Chapter 1 Fundamental Concepts.
Chapter 2 Introduction to Waves.
Chapter 3 Some Theorems and Concepts.
Chapter 4 Plane Wave Functions.
Chapter 5 Cylindrical Wave Functions.
Chapter 6 Spherical Wave Functions.
Chapter 7 Perturbational and Variational Techniques.
Chapter 8 Microwave Networks.
Appendix A: Vector Analysis.
Appendix B: Complex Permittivities.
Appendix C: Fourier Series and Integrals.
Appendix D: Bessel Functions.
Appendix E: Legendre Functions.
Bibliography.
Index. |
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