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Waves and structures in nonlinear nondispersive media : general theory and applications to nonlinear acoustics

Author: S N Gurbatov; O V Rudenko; A I Saichev
Publisher: Beijing : Higher Education Press ; Berlin : Springer, ©2011.
Series: Nonlinear physical science.
Edition/Format:   eBook : Document : EnglishView all editions and formats
Summary:
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This title is designed for graduate and postgraduate students studying the theory of nonlinear waves of various physical nature. It may also be useful as a handbook for engineers and researchers who encounter the necessity of taking nonlinear wave effects into account of their work.

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Genre/Form: Electronic books
Additional Physical Format: Print version:
Gurbatov, S.N.
Waves and structures in nonlinear nondispersive media.
Beijing ; New York : Higher Education Press : Springer, ©2011
(DLC) 2011935427
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: S N Gurbatov; O V Rudenko; A I Saichev
ISBN: 9783642236174 3642236170
OCLC Number: 783528330
Description: 1 online resource (xiv, 472 pages).
Contents: pt. 1. Foundations of the Theory of Waves in Nondispersive Media --
Nonlinear Equations of the First Order --
Generalized Solutions of Nonlinear Equations --
Nonlinear Equations of the Second Order --
Field Evolution Within the Framework of the Burgers Equation --
Evolution of a Noise Field Within the Framework of the Burgers Equation --
Multidimensional Nonlinear Equations --
Pt 2. Mathematical Models and Physical Phenomena in Nonlinear Acoustics --
Model Equations and Methods of Finding Their Exact Solutions --
Types of Acoustic Nonlinearities and Methods of Nonlinear Acoustic Diagnostics --
Nonlinear Sawtooth Waves --
Self-action of Spatially Bounded Waves Containing Shock Fronts --
Nonlinear Standing Waves, Resonance Phenomena and Frequency Characteristics of Distributed Systems.
Series Title: Nonlinear physical science.
Responsibility: S.N. Gurbatov, O.V. Rudenko, A.I. Saichev.

Abstract:

This book offers general theory, with mathematical models and concrete examples, plus applications to nonlinear acoustics, including specific nonlinear models and exact solutions, physical mechanisms  Read more...

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