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I. Andronov, B. Belinskiy, J. Dauer (1996)
LETTER TO THE EDITOR: THE CONNECTION BETWEEN THE SCATTERING DIAGRAM AND THE AMPLITUDES OF THE SURFACE WAVES FOR ACOUSTIC SCATTERING BY A BAFFLED FLEXIBLE PLATEJournal of Sound and Vibration, 195
M. V. Fedoryuk (1977)
The Saddle-Point Method
I. Andronov, B. Belinskiy (1998)
LETTER TO THE EDITOR: Sommerfeld's formula and uniqueness for the boundary value contact problemsJournal of Physics A
G. Korn (1961)
Mathematical handbook for scientists and engineers
A. G. Kyurkchan (1990)
Analytical Properties of Wave Fields
I. Andronov (2002)
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B. Woolley (1980)
Acoustic scattering from a submerged plate. I. One reinforcing ribJournal of the Acoustical Society of America, 67
E. Copson (1965)
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I. Andronov (2002)
Generalized Point Models in Structural Mechanics
I. Andronov, B. Belinskiy (1998)
ACOUSTIC SCATTERING ON AN ELASTIC PLATE DESCRIBED BY THE TIMOSHENKO MODEL : CONTACT CONDITIONS AND UNIQUENESS OF THE SOLUTIONJournal of the Acoustical Society of America, 103
L. Landau, E. Lifshitz (2013)
Course in Theoretical Physics
Abstract The three-dimensional problem of the sound wave scattering by a compact obstacle of a general form in an Uflyand-Mindlin plate is considered. A formula that expresses the scattering field in terms of the analytic continuation of the directivity pattern is derived, and the formulas that describe the coupling of the scattering channels and allow the calculation of the surface wave amplitudes from the residues of the directivity pattern are obtained. For the case of nonradiating obstacles, the uniqueness of the solution to the scattering problem in the absence of absorption is established. An example of a localized shear wave is presented.
Acoustical Physics – Springer Journals
Published: Nov 1, 2007
Keywords: Acoustics
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