Follow Us:

View Item 
  •   CMRE Open Library Home
  • CMRE Publications
  • Reprints
  • View Item
  •   CMRE Open Library Home
  • CMRE Publications
  • Reprints
  • View Item
JavaScript is disabled for your browser. Some features of this site may not work without it.

A solution of of the wave sound equation in shallow water for real speed profiles and solid bottom under sediment

Thumbnail
Abstract
The wave equation has been solved by using normal mode theory. The medium is assumed to be horizontally stratified. A closed form solution has been found in the case of GANS - PEDERSEN types of density and sound-speed profiles. For real profiles of any given shape a numerical solution is employed that makes use of the VOLTERRA integral equation.

URI
http://hdl.handle.net/20.500.12489/21

Report Number
CP-17/7

Source
In: Ocean Acoustic Modelling (SACLANTCEN Conference Proceedings CP-17), Part 7, 1975, pp. 37-1 - 37-24.

Collections
  • Reprints

Date
1975/10

Author(s)
Gilles, Anthony
; 
Odero, D.

Show full item record
CP-17_Part7_Gilles_SolutionWaveSoundEquation.pdf (6.813Mb)

Browse

All of CMRE Open LibraryCommunities & CollectionsBy Issue DateAuthor(s)TitlesSubjectsTypeThis CollectionBy Issue DateAuthor(s)TitlesSubjectsType

My Account

LoginRegister

  • Contact Us
  • Send Feedback
  • Employment
  • Procurement
  • Fact Sheets
  • News Feed
  • Conditions of Use
  • Publications Feed
  • Press Release
  • News Archive
  • STO (Science and Technology Organization)
  • Find us on Facebook
  • Follow us on Twitter
  • Watch us on Youtube
  • Webmail
 

 

© 2018 STO-CMRE
Powered by KnowledgeArc