Fr. 166.00

Wave Scattering By Time-Dependent Perturbations - An Introduction

English · Hardback

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Zusatztext "The book offers a comprehensive introductory text in acoustic wave propagation and scattering by time--dependent perturbations which occur in a broad range of applications! including radar! sonar! engineering diagnostics! geophysical prospecting! ultrasonic medicine! etc. Even though the focus is placed more on the concepts and development of constructive methods rather than on the detailed proofs! the monograph is presented in a way that should appeal to both the theoretical and applied scientist working in the field of modern scattering theory and its applications." ---Leon S. Farhy! Mathematical Reviews Informationen zum Autor G. F. Roach Klappentext This book offers the first comprehensive introduction to wave scattering in nonstationary materials. G. F. Roach's aim is to provide an accessible, self-contained resource for newcomers to this important field of research that has applications across a broad range of areas, including radar, sonar, diagnostics in engineering and manufacturing, geophysical prospecting, and ultrasonic medicine such as sonograms. New methods in recent years have been developed to assess the structure and properties of materials and surfaces. When light, sound, or some other wave energy is directed at the material in question, "imperfections" in the resulting echo can reveal a tremendous amount of valuable diagnostic information. The mathematics behind such analysis is sophisticated and complex. However, while problems involving stationary materials are quite well understood, there is still much to learn about those in which the material is moving or changes over time. These so-called non-autonomous problems are the subject of this fascinating book. Roach develops practical strategies, techniques, and solutions for mathematicians and applied scientists working in or seeking entry into the field of modern scattering theory and its applications. Wave Scattering by Time-Dependent Perturbations is destined to become a classic in this rapidly evolving area of inquiry. Zusammenfassung This book offers the first comprehensive introduction to wave scattering in nonstationary materials. G. F. Roach's aim is to provide an accessible, self-contained resource for newcomers to this important field of research that has applications across a broad range of areas, including radar, sonar, diagnostics in engineering and manufacturing, geophysical prospecting, and ultrasonic medicine such as sonograms. New methods in recent years have been developed to assess the structure and properties of materials and surfaces. When light, sound, or some other wave energy is directed at the material in question, "imperfections" in the resulting echo can reveal a tremendous amount of valuable diagnostic information. The mathematics behind such analysis is sophisticated and complex. However, while problems involving stationary materials are quite well understood, there is still much to learn about those in which the material is moving or changes over time. These so-called non-autonomous problems are the subject of this fascinating book. Roach develops practical strategies, techniques, and solutions for mathematicians and applied scientists working in or seeking entry into the field of modern scattering theory and its applications. Wave Scattering by Time-Dependent Perturbations is destined to become a classic in this rapidly evolving area of inquiry. Inhaltsverzeichnis 7895282 ...

Product details

Authors Endre Roach, G. Roach, G. F. Roach, Roach G. F.
Assisted by Ingrid Daubechies (Editor), Jan Lenstra (Editor)
Publisher Princeton University Press
 
Languages English
Product format Hardback
Released 02.09.2007
 
EAN 9780691113401
ISBN 978-0-691-11340-1
No. of pages 304
Dimensions 152 mm x 229 mm x 25 mm
Series Princeton Series in Applied Ma
Princeton Series in Applied Mathematics
Subjects Natural sciences, medicine, IT, technology > Physics, astronomy > Miscellaneous

SCIENCE / Waves & Wave Mechanics, Wave mechanics (vibration & acoustics), Wave mechanics (vibration and acoustics)

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