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Nonlinear acoustics / edited by Mark F. Hamilton and David T. Blackstock.

Contributor(s): Material type: TextTextPublication details: Academic Press, c1998.ISBN:
  • 0123218608
Subject(s): DDC classification:
  • 534 21
LOC classification:
  • QC244.2
Contents:
1. History of Nonlinear Acoustics: 1750s-1930s / David T. Blackstock -- 2. The Parameter B/A / Robert T. Beyer -- 3. Model Equations / M. F. Hamilton and C. L. Morfey -- 4. Progressive Waves in Lossless and Lossy Fluids / David T. Blackstock, Mark F. Hamilton and Allan D. Pierce -- 5. Dispersion / M. F. Hamilton, Yu. A. Il'inskii and E. A. Zabolotskaya -- 6. Radiation Pressure and Acoustic Levitation / T. G. Wang and C. P. Lee -- 7. Acoustic Streaming / Wesley L. Nyborg -- 8. Sound Beams / Mark F. Hamilton -- 9. Finite-Amplitude Waves in Solids / Andrew N. Norris -- 10. Perturbation Methods / Jerry H. Ginsberg -- 11. Computational Methods / Jerry H. Ginsberg and Mark F. Hamilton -- 12. Propagation in Inhomogeneous Media (Ray Theory) / C. L. Morfey and F. D. Cotaras -- 13. Statistical Phenomena / S. N. Gurbatov and O. V. Rudenko -- 14. Parametric Layers, Four-Wave Mixing, and Wave-Front Reversal / Harry J. Simpson and Philip L. Marston -- 15. Biomedical Applications / Edwin L. Carstensen and David R. Bacon.
Summary: The present book is a unique text and reference on the theory and applications of nonlinear acoustics. Individual chapters are written by leading experts on their respective subjects. The book combines the merits of a graduate textbook format with the scholarly appeal of a research monograph for physicists and engineers. The first half of the book develops physical concepts, mathematical models, and classical methods of solution. Benchmark experiments are also described. The second half covers special topics and applications, both theory and experiment. Applications include methods for determining the nonlinearity parameter; suppression of sound by sound; acoustic levitation and streaming; sound beams and parametric arrays; statistical phenomena; four-wave mixing; phase conjugation; biomedical effects; propagation in the atmosphere, ocean, waveguides, relaxing fluids, and bubbly liquids.
Holdings
Item type Home library Call number Status Date due Barcode Item holds
Two Week Loan Two Week Loan College Lane Learning Resources Centre Main Shelves 534 NON (Browse shelf(Opens below)) Available 4404392717
Total holds: 0

Enhanced descriptions from Syndetics:

Includes bibliographical references and index.

1. History of Nonlinear Acoustics: 1750s-1930s / David T. Blackstock -- 2. The Parameter B/A / Robert T. Beyer -- 3. Model Equations / M. F. Hamilton and C. L. Morfey -- 4. Progressive Waves in Lossless and Lossy Fluids / David T. Blackstock, Mark F. Hamilton and Allan D. Pierce -- 5. Dispersion / M. F. Hamilton, Yu. A. Il'inskii and E. A. Zabolotskaya -- 6. Radiation Pressure and Acoustic Levitation / T. G. Wang and C. P. Lee -- 7. Acoustic Streaming / Wesley L. Nyborg -- 8. Sound Beams / Mark F. Hamilton -- 9. Finite-Amplitude Waves in Solids / Andrew N. Norris -- 10. Perturbation Methods / Jerry H. Ginsberg -- 11. Computational Methods / Jerry H. Ginsberg and Mark F. Hamilton -- 12. Propagation in Inhomogeneous Media (Ray Theory) / C. L. Morfey and F. D. Cotaras -- 13. Statistical Phenomena / S. N. Gurbatov and O. V. Rudenko -- 14. Parametric Layers, Four-Wave Mixing, and Wave-Front Reversal / Harry J. Simpson and Philip L. Marston -- 15. Biomedical Applications / Edwin L. Carstensen and David R. Bacon.

The present book is a unique text and reference on the theory and applications of nonlinear acoustics. Individual chapters are written by leading experts on their respective subjects. The book combines the merits of a graduate textbook format with the scholarly appeal of a research monograph for physicists and engineers. The first half of the book develops physical concepts, mathematical models, and classical methods of solution. Benchmark experiments are also described. The second half covers special topics and applications, both theory and experiment. Applications include methods for determining the nonlinearity parameter; suppression of sound by sound; acoustic levitation and streaming; sound beams and parametric arrays; statistical phenomena; four-wave mixing; phase conjugation; biomedical effects; propagation in the atmosphere, ocean, waveguides, relaxing fluids, and bubbly liquids.