Wave Interactions As a Seismo-acoustic Source

Nonfiction, Science & Nature, Science, Earth Sciences, Geophysics, Oceanography
Cover of the book Wave Interactions As a Seismo-acoustic Source by Alick C. Kibblewhite, Cheng Y. Wu, Springer Berlin Heidelberg
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Author: Alick C. Kibblewhite, Cheng Y. Wu ISBN: 9783540493051
Publisher: Springer Berlin Heidelberg Publication: April 10, 2006
Imprint: Springer Language: English
Author: Alick C. Kibblewhite, Cheng Y. Wu
ISBN: 9783540493051
Publisher: Springer Berlin Heidelberg
Publication: April 10, 2006
Imprint: Springer
Language: English
This book gives a comprehensive, theoretical account of the wave-wave interaction process responsible for high acoustic noise levels, including: a geometric description of the interaction mechanism, which provides the basis for a full-wave analysis of the source process, the inclusion of both the monogeneous and inhomogeneous components of the wave-induced pressure field in the analytical description of the source, an examination of the relative contributions of the sum and difference-frequency components of the wave interaction process, the removal of the deep-water assumption of earlier analyses, and the development of an "exact" analytical expression which allows the source function of the wave-induced pressure field to be calculated over the whole frequency-wave number domain.
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This book gives a comprehensive, theoretical account of the wave-wave interaction process responsible for high acoustic noise levels, including: a geometric description of the interaction mechanism, which provides the basis for a full-wave analysis of the source process, the inclusion of both the monogeneous and inhomogeneous components of the wave-induced pressure field in the analytical description of the source, an examination of the relative contributions of the sum and difference-frequency components of the wave interaction process, the removal of the deep-water assumption of earlier analyses, and the development of an "exact" analytical expression which allows the source function of the wave-induced pressure field to be calculated over the whole frequency-wave number domain.

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