Introduction to the Physics of Waves

ISBN-13: 9780521197571 / Angielski / Twarda / 2012 / 312 str.

Tim Freegarde

Opis

Balancing concise mathematical analysis with the real-world examples and practical applications that inspire students, this textbook provides a clear and approachable introduction to the physics of waves. The author shows through a broad approach how wave phenomena can be observed in a variety of physical situations and explains how their characteristics are linked to specific physical rules, from Maxwell's equations to Newton's laws of motion. Building on the logic and simple physics behind each phenomenon, the book draws on everyday, practical applications of wave phenomena, ranging from electromagnetism to oceanography, helping to engage students and connect core theory with practice. Mathematical derivations are kept brief and textual commentary provides a non-mathematical perspective. Optional sections provide more examples along with higher-level analyses and discussion. This textbook introduces the physics of wave phenomena in a refreshingly approachable way, making it ideal for first- and second-year undergraduate students in the physical sciences.

Recenzje

'There are already some excellent textbooks on wave phenomena available, but Freegarde has introduced a helpful new volume that balances brief mathematical derivations with new examples and practical applications. He expanded in a fascinating manner his undergraduate physics lecture notes from the past fifteen years. This book will help students to appreciate that understanding wave motion is fundamental to almost every branch of physics. It covers a broad range of wave phenomena in optics, electromagnetism, sound, quantum mechanics, oceanography and other fields. The exercises at the end of each chapter will be useful for instructors and students alike. I recommend it as a textbook for undergraduate students in the physical sciences.' Reva Garg, Optics and Photonics News

Spis treści

Preface; 1. The essence of wave motion; 2. Wave equations and their solution; 3. Further wave equations; 4. Sinusoidal waveforms; 5. Complex wavefunctions; 6. Huygens wave propagation; 7. Geometrical optics; 8. Interference; 9. Fraunhofer diffraction; 10. Longitudinal waves; 11. Continuity conditions; 12. Boundary conditions; 13. Linearity and superpositions; 14. Fourier series and transforms; 15. Waves in three dimensions; 16. Operators for wave motions; 17. Uncertainty and quantum mechanics; 18. Waves from moving sources; 19. Radiation from moving charges; Appendix: vector mathematics; Index.