This text introduces a comprehensive mathematical formulation of the three-dimensional ocean acoustic propagation problem by means of functional and operator splitting techniques in conjunction with rational function approximations. It presents various numerical solutions of the model equation such as finite difference, alternating direction and preconditioning. The detailed analysis of the concept of 3D, N x 2D and 2D problems is useful not only mathematically and physically, but also computationally. The inclusion of a complete detailed listing of proven computer codes which have been in use by a number of universities and research organizations worldwide aims to make this book a valuable reference source. Advance knowledge of numerical methods, applied mathematics and ocean acoustics is not required to understand this book. It is oriented toward graduate students and research scientists to use for research and application purposes.
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This book introduces a comprehensive mathematicalformulation of the three-dimensional ocean acoustic propagationproblem by means of functional and operator splitting techniques inconjunction with rational function approximations. It presents variousnumerical solutions of the model equation such as finite difference,alternating direction and preconditioning. The detailed analysis ofthe concept of 3D, N x 2D and 2D problems is very useful not onlymathematically and physically, but also computationally. The inclusionof a complete detailed listing of proven computer codes which havebeen in use by a number of universities and research organizationsworldwide makes this book a valuable reference source. Advancedknowledge of numerical methods, applied mathematics and oceanacoustics is not required to understand this book. It is orientedtoward graduate students and research scientists to use for researchand application purposes.
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First Sentence:
Due to the weak three-dimensional effects, most existing ocean acoustic propagation models are aimed at providing solutions to problems that are two-dimensional, i.e. range and depth. Read the first page Key Phrases - Capitalized Phrases (CAPs): (learn more)
New York, Proposed Problem, Computational Acoustics, Numerical Ocean Acoustic Propagation, Naval Underwater Systems Center, Harvard Open Ocean Model, Yale University, New London, Finite Difference Methods, North Holland, John Wiley, Lecture Notes New!
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Front Cover | Front Flap | Table of Contents | First Pages | Back Flap | Back Cover | Surprise Me!
Due to the weak three-dimensional effects, most existing ocean acoustic propagation models are aimed at providing solutions to problems that are two-dimensional, i.e. range and depth. Read the first page Key Phrases - Capitalized Phrases (CAPs): (learn more)
New York, Proposed Problem, Computational Acoustics, Numerical Ocean Acoustic Propagation, Naval Underwater Systems Center, Harvard Open Ocean Model, Yale University, New London, Finite Difference Methods, North Holland, John Wiley, Lecture Notes New!
Concordance | Text Stats Browse Sample Pages:
Front Cover | Front Flap | Table of Contents | First Pages | Back Flap | Back Cover | Surprise Me!
Citations (learn more)
This book cites 12
books:
See all 12 books this book cites
2
books
cite this book:
- Ocean Acoustic Propagation by Finite Difference Methods by D. Lee on 5 pages
- Computational Ocean Acoustics by M.H. Schultz on 4 pages
- Numerical Mathematics and Applications (Imacs Transactions on Scientific Computation-85, Vol 1) (Volume I) by Robert Vichnevetsky on page 24, and page 46
- Partial Differential Equations (Applied Mathematical Sciences) (v. 1) by Fritz John on page 117
- Computational Ocean Acoustics (Modern Acoustics and Signal Processing) by Finn B. Jensen on page 23
See all 12 books this book cites
- Underwater Acoustic Modelling and Simulation, Third Edition by Paul C. Etter in Back Matter
- Theoretical And Computational Acoustics 2003: Honolulu, Hawaii, USA 11 - 15 August 2003 by Alexandra Tolstoy on page 202
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