quartonews.it » Engineering and Transport » Short-Wavelength Diffraction Theory: Asymptotic Methods (Springer Series on Wave Phenomena)

Author: | Vasili M. Babic,Vladimir S. Buldyrev,Edward F. Kuester |

Subcategory: | Engineering |

Language: | English |

Publisher: | Springer; Annotated edition edition (May 3, 1991) |

Pages: | 445 pages |

Category: | Engineering and Transport |

Rating: | 4.7 |

Other formats: | rtf lrf lit doc |

In the study of short-wave diffraction problems, asymptotic methods - the ray method, the parabolic equation method .

In the study of short-wave diffraction problems, asymptotic methods - the ray method, the parabolic equation method, and its further development as the "etalon" (model) problem method - play an important role. These are the meth ods to be treated in this book. The applications of asymptotic.

M. Babic V. S. Buldyrev. This book presents modern approaches to solving diffraction problems, for example, the ray, parabolic equation and comparison methods

M. This book presents modern approaches to solving diffraction problems, for example, the ray, parabolic equation and comparison methods. A mathematical formulation of diffraction problems is given and the theoretical background and technical aspects of the various solution methods are discussed. A further feature is a detailed analysis of the final formula describing the asymptotic behaviour of the wave field. Babich (Author), Vladimir S. Buldyrev (Author) Institute Russian Academy of Science, Fontanka 27, St. Petersburg, Russia V. Buldyrev (Author). Then you can start reading Kindle books on your smartphone, tablet, or computer - no Kindle device required. Institute Russian Academy of Science, Fontanka 27, St. Department of Mathematics and Mathematical Physics Division of Physics, St. Petersburg University, Ulyanovskaya 1 Petrodvoretc-St.

Short-Wavelength Diffraction Theory Vasili M. Babic; Edward F. Kuester; Vladimir S. Bu Springer 9783642834615 : In the study of short-wave diffraction problems, asymptotic methods - the ray m. 2011 Серия: Springer Series on Wave Phenomena Язык: English Издание: Softcover reprint of Иллюстрации: Xi, 445 p. Размер: 2. 9 x 1. 0 x . 6 cm Читательская аудитория: Professional & vocational Основная тема: Acoustics Подзаголовок: Asymptotic Methods Рейтинг

oceedings{engthDT, title {Short-Wavelength Diffraction Theory: Asymptotic Methods}, author {Vasily M. Babich and Vladimir S. Buldyrev}, year . Vasily M. Babich, Vladimir S.

oceedings{engthDT, title {Short-Wavelength Diffraction Theory: Asymptotic Methods}, author {Vasily M. Buldyrev}, year {1991} }. . The Basic Principles. Variational Theory of the Fermat Functional. The Solution of the Eikonal Equation Ray Coordinates and the Geometrical Divergence. Integration of the Transport Equations. Maxwell's Equations. Determining the Short-Wavelength Asymptotic Solution of a Diffraction Problem Using the Ray Method. Asymptotic Methods in Short-Wavelength Diffraction Theory" is dedicated to modern approaches of a high-frequency technique in diffraction theory. Among the considered topics are: the ray method, the parabolic equation approach, the method of "etalon" problems, an asymptotics of the Laplacian eigenfunctions and of the Green's function to the Helmholtz equation, the theory of high-frequency whispering-gallery waves.

Series: Springer series on wave phenomena 4. Author: Vasili M. Babic, Vladimir S.These Are The Methods To Be Treated In This Book. Buldyrev, Edward F. Kuester. Year: published in 1991. In The Study Of Short-wave Diffraction Problems, Asymptotic Methods – The Ray Method, The Parabolic Equation Method, And Its Further Development As The etalon (model) Problem Method – Play An Important Role.

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Short-Wavelength Diffraction Theory: Asymptotic Methods (Springer Series on Wave Phenomena, Vol 4). V. M. 7 Mb. Short-Wavelength Diffraction Theory. Vasili M. Category: Mathematics, Calculus, Asymptotics, perturbations.

Babich, V. & Buldyrev, V. (2009). Asymptotic Methods in Short-Wavelength Diffraction Theory. Alpha science international

Babich, V. Alpha science international. Babich, V. ; Buldyrev, V. Alpha science international, 2009.

In the study of short-wave diffraction problems, asymptotic methods - the ray method, the parabolic equation method, and its further development as the "etalon" (model) problem method - play an important role. These are the meth ods to be treated in this book. The applications of asymptotic methods in the theory of wave phenomena are still far from being exhausted, and we hope that the techniques set forth here will help in solving a number of problems of interest in acoustics, geophysics, the physics of electromagnetic waves, and perhaps in quantum mechanics. In addition, the book may be of use to the mathematician interested in contemporary problems of mathematical physics. Each chapter has been annotated. These notes give a brief history of the problem and cite references dealing with the content of that particular chapter. The main text mentions only those pUblications that explain a given argument or a specific calculation. In an effort to save work for the reader who is interested in only some of the problems considered in this book, we have included a flow chart indicating the interdependence of chapters and sections.

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