Fluid Mechanics (Problem Solvers)

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John Williams, "Fluid Mechanics (Problem Solvers)"
Allen & Unwin | 1974 | ISBN: 0045190151 | 104 pages | PDF | 3,1 MB


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Theory of Nonlinear Acoustics in Fluids

(Fluid Mechanics and Its Applications)

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B.O. Enflo , C.M. Hedberg, " Theory of Nonlinear Acoustics in Fluids"
Springer; 1 edition (May 31, 2002) | ISBN:1402005725 | 296 pages | PDF | 13,5 Mb

This book presents theoretical nonlinear acoustics in fluids with equal stress on physical foundations and mathematical methods. From first principles in fluid mechanics and thermodynamics a universal mathematical model (Kuznetsov's equation) of nonlinear acoustics is developed. This model is applied to problems such as nonlinear generation of higher harmonics and combination frequencies, the shockwave from a supersonic projectile, propagation of shocks in acoustic beams and nonlinear standing waves in resonators.Special for the book is the coherent account of nonlinear acoustic theory from a unified point of view and the detailed presentations of the mathematical techniques for solving the nonlinear acoustic model equations. The book differs from mathematical books on nonlinear wave equations by its stress on their origin in physical principles and their use for physical applications. It differs from books on applications of nonlinear acoustics by its ambition to explain all steps in mathematical derivations of physical results.

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