The Theory of Sound, Volume One
by J. W. S. Rayleigh
Publisher: MacMillan 1894
Number of pages: 500
Description:
This is one of the first (apart from the Helmholtz's 'sensations of tone' and Tyndall's 'sound') books published in the field of acoustics. Many of the topics in this book are the research results of Lord Rayleigh himself. The book is written in a very logical manner. Any acoustician who wants to understand physical principles should start with Rayleighs work. Although some of the results from this book are well established and used by some of the advanced prediction computer codes (Rayliegh's quotient e.t.c) today, the devolopment of the theory fascinates us to understand and use the codes well.
Download or read it online for free here:
Download link
(multiple formats)
Similar books
The Physics of Music and Musical Instrumentsby David Lapp - Tufts University
The book covers the physics of waves, sound, music, and musical instruments at a high school physics level. A resource for those teaching or learning waves and sound from the middle school through college, at the mathematical or conceptual level.
(20450 views)
Introduction To Sound Processingby Davide Rocchesso - Davide Rocchesso
This is an introductory book on sound processing. By reading this book, you may expect to acquire some knowledge on the mathematical, algorithmic, and computational tools important in order to become proficient sound designer or manipulator.
(20659 views)
Music: A Mathematical Offeringby Dave Benson - Cambridge University Press
An introduction to the subject of music and mathematics, which includes physics, psycho-acoustics, biology, and the history of science and digital technology. It covers the structure of the human ear, Fourier analysis, musical instruments, and more.
(21795 views)
Engineering Acoustics- Wikibooks
Engineering acoustics is the study of the generation and manipulation of sound waves, from an engineering perspective. The book describes some of the fundamental principles of acoustics, it requires knowledge of calculus and differential equations.
(21256 views)