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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Statements (49)

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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Referenced by (1)

Full triples — surface form annotated when it differs from this entity's canonical label.

Horace Lamb → notableWork → The Dynamical Theory of Sound ⓘ