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e-Book Nonlinear Waves download

e-Book Nonlinear Waves download

by S. Leibovich,A. Seebass

ISBN: 0801407664
ISBN13: 978-0801407666
Language: English
Publisher: Cornell University Press; First Edition edition (May 23, 1974)
Pages: 343
Category: Physics
Subategory: Math Science

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Author: Leibovich, Sidney; Format: Book; xii, 331 p. illus. Ithaca : Cornell University Press. and Seebass, A. Richard.

Author: Leibovich, Sidney; Format: Book; xii, 331 p. Australian/Harvard Citation. amp; Seebass, A.

Cornell University Press, 1974. Published online by Cambridge University Press: 29 March 2006. Export citation Request permission.

Progressive harmonic waves in nonlinear elastic materials are generally considered as small disturbances superposed . Hayes, W. Introduction to Wave Propagation. Leibovich, A. R. Seebass (e., Nonlinear Waves (Ithaca/London 1974). 5). Truesdell, C. Arch.

Progressive harmonic waves in nonlinear elastic materials are generally considered as small disturbances superposed on a finite deformation  . 331 pp £. 0 Journal of Fluid Mechanics Cambridge University Press 0022--7645 1. 8.

Linear and nonlinear waves. Graham W. Griffiths†and William E. Schiesser‡

Linear and nonlinear waves. Schiesser‡. Because this is an introductory article and the subject of linear and nonlinear waves is so wide ranging, we can only include sufficient material here to provide an overview of the phenomena and related issues. Relativistic issues will not be addressed.

S Leibovich, AR Seebass. Cornell University Press, 1974. Large-amplitude wavetrains and solitary waves in vortices. S Leibovich, A Kribus. Invariant helical subspaces for the Navier-Stokes equations. A Mahalov, ES Titi, S Leibovich. Archive for Rational Mechanics and Analysis 112 (3), 193-222, 1990. The critical state: a trapped wave model of vortex breakdown. JD Randall, S Leibovich. Journal of Fluid Mechanics 58 (3), 495-515, 1973. Journal of Fluid Mechanics 216, 459-504, 1990.

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Select Format: Hardcover. ISBN13:9780801407666.

Evolution of Nonlinear Waves in Rotating Fluids. Leibovich, Sidney, A. Richard Seebass. Ithaca, NY, United States: Cornell University Press. Physics of Fluids 12 (5p1): 1124-&. Stability of Density Stratified Rotating Flows. AIAA Journal 7 (1): 177-&. Navigation Heading for Screen Readers.

Seebass, In: Nonlinear Waves, ed. by S. Leibovich and . Cornell University Press, Ithaca and London, 1974), . 12. Kadomtsev, Collective Phenomena in Plasma (Nauka, Moscow, 1976) (in Russian). Johnson // Journal of Fluid Mechanics 42 (1970) 49.

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