Electromagnetic Fields for Engineers - Daniel S Elliott

. .

Résumé :
Master the fundamentals of undergraduate electromagnetics with this concise and accessible textbook, linking theoretical principles to real-world engineering applications. Lightning, nuclear fusion, superconductors: over 80 real-world TechNote case studies throughout the book show how key electromagnetic principles work in a wide variety of natural effects and man-made devices. Learn in confidence: over 170 annotated step-by-step examples, with illustrated field patterns, aid student visualization of key physical principles, and help them build a solid foundation for future study. Dive deeper: sidenotes provide detailed proofs and context without distracting from core learning, and carefully designed appendices provide additional mathematical assistance when needed. Make progress: over 375 end-of-chapter homework problems to assess and extend student understanding. Flexible instructor support: start your students off with statics, or dive straight into dynamics, with this versatile full-color textbook for a one-or two-semester course, supported by lecture slides, instructor solutions, Matlab animations, and PowerPoint and JPEG figures....

Biographie:
Daniel S. Elliott is a Professor of Electrical and Computer Engineering, and Physics and Astronomy, at Purdue University, where he has over thirty-nine years of experience teaching undergraduate and graduate courses in electromagnetics, lasers, optics, circuits and introductory physics. He is a Member of the IEEE, and a Fellow of the American Physical Society and Optica.

Sommaire:
1. Electrostatics I; 2. Electrostatics II; 3. Current and Resistance; 4. Magnetostatics I; 5. Faraday's Law; 6. Magnetostatics II; 7. Maxwell's Equations; 8. Propagation of Waves; 9. Transmission Lines; 10. Waveguides; 11. Antennas; 12. Wrap Up; Appendix A. Scalars and Vectors; Appendix B. Coordinate Systems; Appendix C. Scalar and Vector Integration; Appendix D. Gradient, Divergence and Curl; Appendix E. Additional Vector Properties; Appendix F. Summary of Vector Identities; Appendix G. Integral Tables; Appendix H. Several Useful Taylor Expansions; Appendix I. Review of Complex Numbers; Appendix J. Hyperbolic Trigonometric Functions; Appendix K. Fundamental Constants and Physical Quantities; Appendix L. List of Symbols and Unit Conversions; Appendix M. Answers to Selected Problems; Appendix N. References.