What's a good textbook to learn about waves and oscillations? I'm taking a course on waves and oscillations using Crawford from the Berkeley series (out of print excluding international copies), and would like to know if anyone has any suggestions for a better book.
We cover: 


*

*coupled oscillators,

*forced oscillators, 

*Fourier analysis, 

*traveling waves, 


and some other topics. Any help with the topic would be appreciated.
 A: For a first book, I very much enjoyed Introduction to Wave Phenomena, By Hirose. This book uses very simple English to introduce waves at a level appropriate for a 2nd or 3rd year undergraduate.  As a non-traditional physics graduate student, this book took me a week or so to master, and was very enjoyable.
For a second book, The Physics of Vibrations and Waves by Pain does a nice job of covering everything in an introductory matter with a strong rigor. After covering Hirose, this book took a few weeks to cover on my own.
The most advanced text on this topic, in my opinion, is Oscillations and Waves in Linear and Nonlinear Systems by Rabinovich. I think that if a person can understand half of what is written in this book, they will very well prepared indeed. Beware: In the Soviet Union, sometimes the book reads you.
A. Hirose and K.E. Lonngren, “Introduction to Wave Phenomena,” (Wiley Interscience, New York, 1985). Corrected edition (1995).
Pain, H. J., & Roelofs, L. (1976). The Physics of Vibrations and Waves, 5th ed.. The physics of vibrations and waves /. Wiley.   (Newer Editions are available)
M. I. Rabinovich and D. I. Trubetskov, Oscillations and Waves in
Linear and Nonlinear Systems. Boston, MA: Kluwer, 1989.
A: I highly recommend Waves and Oscillations. A Prelude to Quantum Mechanics. 
It takes a Physics perspective, which may or may not be what you want. I like that it focuses more on physical insight rather than mathematical rigor. The later chapters are a great introduction to Quantum Mechanics.
A: I think Crawford's "Waves" is an incredible book - full of insight and clearly written by someone who loves the material.  I used it for my waves-course sophomore year, and I think it's too bad it's out of print now.
If you want something more theoretical, though, try Howard Georgi's book.
Also, I'll second A.P.French's "Vibrations and Waves".
Also, David Morin has a set of drafted chapters of a waves book on his website.
A: To add a couple of classical texts:
Theory of oscillators by Andronov, Vitt and Khaikin is one of the founding texts in the domain. As an old text it does not contain many developments of the last half of the century, but it is a solid text for mastering basic methods - as most texts republished by Dover.
Oscillations and Waves: in Linear and Nonlinear Systems by Rabinovich and Trubetskov has already been mentioned in another answer. It is used as an undegraduate text in Russian universities, which roughly corresponds to a graduate text in the US (where the learning pace is softer in the beginning and picks towards the end.) A softer version of this book by one of the authors, written specifically for the English-speaking audience, is Introduction to Nonlinear Dynamics for Physicists.
Nonlinear Physics from the Pendulum to Turbulence and Chaos by Sagdeev, Usikov and Zaslavsky is the competing textbook, also widely used in Russia. George Zaslavsky had worked for many years in the Mathematics department of New York University, and was prolific about publishing books - so one may find something more adapted to English-speaking audience (translated texts are usually hard to get hold of and often hard to read).
Note that these are physicist-oriented texts, which are not always rigorous on math (which is abundant in this field). As a more mathematical text one could mention Stochastic and Chaotic Oscillations by Neimark and Landa.
A: I taught an intermediate-level physics course on waves for several years at a liberal arts college and had difficulty finding a single textbook that covered radiation, diffraction and scattering, and that consistently covered material in three dimensions.  Consequently, I wrote a textbook with the goal of being more comprehensive.  The book, Introduction to Wave Physics, initially focuses on one-dimensional waves to introduce major concepts, and then extends each of those concepts to three dimensions for rectangular, spherical and cylindrical coordinates. Both scalar (acoustic) and vector (electromagnetic) waves are addressed.  It can be downloaded for free at ResearchGate or the book website.  (If preferred, hard copies can be found on Amazon)
