Physical Acoustics : Underwater Scattering and Radiation

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Contributors
Preface
Acoustic Scattering from Elastic Solids
Introduction	p. 1
Spherical Solids	p. 3
Infinite Cylindrical Solids	p. 46
The T-Matrix Formalism	p. 61
Finite Cylinders	p. 81
Prolate Spheroids	p. 137
Surface Waves and Quasicylindrical Modes	p. 174
Acknowledgments	p. 185
References	p. 185
Variational Formulations in Acoustic Radiation and Scattering
Basic Features of Variational Statements	p. 196
Hamilton's Principle	p. 210
Plates	p. 217
Shells	p. 227
Energy Corollaries	p. 251
Quotient Principles and Rayleigh's Principle	p. 254
Minimum and Maximum Principles	p. 259
Method of Gerjuoy, Rau, and Spruch	p. 262
The Helholtz-Kirchoff Integral Corollaries	p. 267
Integral Equations Based on the Helholtz-Kirchoff Integral Corollaries	p. 273
Variational Principles Derived from Integral Equations	p. 301
Variational Principles and Non-Self-Adjoint Operators	p. 312
Application of the Gerjuoy-Rao-Spruch Technique	p. 319
Uniqueness and Variational Principles	p. 327
Numerical and Analytical Implementations	p. 331
An Assessment	p. 350
Acknowledgments	p. 354
References	p. 355
Index	p. 373
Contents of Previous Volumes	p. 379
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