The Dynamical Theory of Sound

E253277

The Dynamical Theory of Sound is a foundational treatise by mathematician and physicist Horace Lamb that rigorously develops the mathematical principles underlying acoustics and wave propagation.

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The Dynamical Theory of Sound canonical 1

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Predicate Object
instanceOf acoustics textbook
book
scientific treatise
author Horace Lamb
classification graduate-level text
physics book
countryOfOrigin United Kingdom
field acoustics
mathematical physics
wave theory
firstPublicationYear 1910
focusesOn boundary value problems in acoustics
normal modes of vibration
propagation of plane waves
propagation of small disturbances in elastic media
propagation of sound in gases
propagation of sound in liquids
propagation of sound in solids
propagation of spherical waves
rigorous mathematical treatment of sound
vibrations of membranes
vibrations of plates
vibrations of rods
vibrations of strings
hasEdition second edition
includes derivation of the wave equation
discussion of energy in wave motion
treatment of forced vibrations
treatment of reflection and refraction of sound
treatment of resonance
influenced 20th-century acoustics
mathematical treatments of wave propagation
intendedAudience advanced students of physics
researchers in acoustics
isConsidered classic work in acoustics
standard reference in mathematical acoustics
language English
publisher Edward Arnold
relatedAuthor Lord Rayleigh
relatedWork Hydrodynamics
subject elastic media
mathematical theory of acoustics
sound
vibrations
wave propagation
timePeriod early 20th century
uses Fourier analysis
calculus
partial differential equations

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Horace Lamb notableWork The Dynamical Theory of Sound