Acoustic field in shallow water at presence of internal solitons

• Autorzy: Katsnelson B. , Pereselkov S.
• Konferencja: 17 th Symposium on Hydroacoustics (23-26.05.2000; Jurata; Polska)
• Języki publikacji: EN

Abstrakty

EN

In the paper the transformations of sound field structure conditioned by packets of internal solitons (IS) are considered within the framework of the theory "horizontal rays and vertical modes". We analyze a two cases of the acoustic trace orientation in relation to front of IS. It is shown that acoustic effects have resonant frequency dependence when internal solitons propagate along trace. It is ascertained as well, that the IS can lead to formation of "dynamic" horizontal sound channels and as result the significant temporary fluctuations of acoustic signals will be on an acoustic trace oriented along front of internal waves. The results presented in the paper can be used as basis for the remote monitoring of the characteristics of internal solitons in ocean shelf.

• Wydawca: Polskie Towarzystwo Akustyczne. Oddział Gdański
• Czasopismo: Hydroacoustics
• Rocznik: 2000
• Tom: Vol. 3
• Strony: 115--120
• Opis fizyczny: Bibliogr. 6 poz., rys.

Twórcy

autor

Katsnelson B.

• 394693 Russia, Voronezh, University Square 1

autor

Pereselkov S.

• 394693 Russia, Voronezh, University Square 1

Bibliografia

• 1. Konyaev K.V., Sabinin K.D. Waves inside ocean. St.-Petersburg.: Gidrometeoizdat, 1992. - pp. 271
• 2. Serebryanyi A.N. Manifestation of solitons features in internal waves on shelf.// Izv. AN «Physics of atmosphere and ocean» - 1993, v.29(2), pp.244-252.
• 3. Wave propagation and underwater acoustic. Ed. by Keller J.B., Papadacis J.S. p.179, Sringer-Verlage, New York.
• 4. B.G.Katsnelson, S.A.Peselkov "Resonance effects in sound seattering by internal wave packets in shallow water"// Acoust. Phys. 1998. v.44. Nr 6.pp.786-792.
• 5. Katsnelson B.G., Petnikov V.G. «Shallow water acoustics» - Moscow: Nauka, 1997. p.191.
• 6. K.B. Smith and F.D. Tappert, "UMPE: The University of Miami Parabolic Equation Model, Version 1.1" MPL Technical Memorandum 432 May, 1993, 96 p