The unidentified object problem in a shallow ocean with a fluid-like sediment layer overlaying a rigid seabedFootnote¹

¹This paper is dedicated to Hemrich Begehr on the ocassion of his sixtieth birthddy.

References

• Buchanan J . L. Gilbert R.P Wirgin A Finding an inclusion in a shallow ocean using the ICBA method Applicable Analysis (to appear).
   Google Scholar
• Buchanan J.L. Gilbert R.P. Wirgin. A. Xu. Y. Explicit identification of the size shape and depth of a soft body of revolution located within an acoustic waveguide Reprint
   Google Scholar
• Gilbert , R.P. and Lin , Z. 1997 . Scattering in a Shallow Ocean with an Elastic Seabed . Jour.Computational Acoustics , 5 ( 4 ) : 403 – 431 .
   Web of Science ®Google Scholar
• Gilbert , R.P. , Lin , Z. and Buchanan , J.L. 1996 . Direct and inverse problems in ocean acoustics . Proc. Conf. Nonlinear Analysis ,
   Google Scholar
• Gilbert , R.P. and Xu , Y. 1996 . “ The seamount problem, in SIAM special issue on the occasion of Prof. I. Stakgold's 70th birthday ” . In Nonlinear Problems in Applied Mathematics Edited by: Angell et al , T. 140 – 149 . Philadelphia Siam,Philadelphia
   Google Scholar
• Gilbert R.P. Scotti T. Wirgin A. Xu Y.
   Google Scholar
• Gilbert R.P. Scotti T. Wirgin A. Xu Y. The unidentified object problem in a shallow ocean(accepted)Journal Acoustical Society America
   Google Scholar
• Rozier , C. , Lesselier , D. , Angell , T. and Kleinman , R. 1996 . Reconstruction of an impenetrable obstacle immersed in a shallow water acoustic waveguide . Proc.Conf. Problemes Inverses Propagation Et Diffraction D'Ondes , Aix les Bains
   Google Scholar
• Rozier , C. , Lesselier , D. , Angell , T. and Kleinman , R. 1996 . Shape retrieval of an obstacle immersed in shallow water from single-frequency farfields using a complete family method . submitted to Inverse Probs ,
   Google Scholar
• Scotti , T. and Wirgin , A. 1995 . Location and shape reconstruction of a soft body by means of canonical solutions and measured scattered scattered sound fields . C.R.Acad.Sci.Paris II b , 330 : 641 – 646 .
   Google Scholar
• Scotti , T. and Wirgin , A. 1995 . Shape reconstruction using diffracted waves and canonical solutions . Inverse Probs , 11 : 1097 – 1111 .
   Google Scholar
• Scotti , T. and Wirgin , A. 1996 . Location and shape reconstruction of an impenetrable 3D body by matching measurements of scattered sound to a canonical body field representation . Proc. 2Nd Intl.Conf. Inverse Probs. Engrg Theory And Practice , Le Croisic
   Google Scholar
• Scotti , T. and Wirgin , A. 1996 . Shape construction of a penetrable homogeneous 3D scattering body via the ICBA . Proc.Conf. Problemes Inverses Propagation Et Diffraction D”OndeS , Aix Les Bains
   Google Scholar
• Wirgin , A. and Scotti , T. 1996 . Wide band approximation of the sound field scattered by an impenetrable body of arbitrary shape . J.Sound Vibr , 194 : 537 – 572 .
   Google Scholar