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Modeling a ship's ferromagnetic signatures

Author: John J Holmes
Publisher: [San Rafael, Calif.] : Morgan & Claypool Publishers, ©2007.
Series: Synthesis lectures on computational electromagnetics (Online), #16.
Edition/Format:   eBook : Document : English : 1st edView all editions and formats
Summary:
Ferromagnetic models of ships and submarines that predict or reproduce their magnetic signatures have found applications in the development of both offensive and defensive military systems from World War II to the present. The mathematical basis of generalized coordinate systems will be presented and demonstrated with example applications to analytic spherical and prolate spheroidal magnetic ship models. In  Read more...
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Genre/Form: Electronic books
Material Type: Document, Internet resource
Document Type: Internet Resource, Computer File
All Authors / Contributors: John J Holmes
ISBN: 159829251X 9781598292510
OCLC Number: 144423383
Notes: Title from PDF title page (viewed June 13, 2007).
Description: 1 online resource (vii, 75 pages).
Contents: 1. Introduction --
Reference --
2. Basic equations --
2.1 Basic equations of electromagnetics --
2.2 Coordinate systems --
2.3 Prolate spheroidal coordinate system --
2.4 Solution to Laplace's and Poisson's equation in prolate spheroidal coordinates --
References --
3. First-principal models --
3.1 Spherical model of a vessel's hull --
3.2 Prolate spheroidal model of a vessel's hull --
3.3 Dipole moments and their units --
3.4 Mathematical models of a degaussing coil --
3.5 Numerical models --
3.6 Ferromagnetic physical scale models --
References --
4. Semiempirical models --
4.1 Forward models --
4.2 Inverse models --
References --
5. Summary --
References --
Appendix I. References --
Appendix II. Author biography.
Series Title: Synthesis lectures on computational electromagnetics (Online), #16.
Responsibility: John J. Holmes.

Abstract:

Presenting the mathematical basis of generalized coordinate systems, this book demonstrates with example applications to analytic spherical and prolate spheroidal magnetic ship models. It also  Read more...

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