Advanced Studies in the Mathematical Theory of Scattering, Volume 3
eBook - PDF

Advanced Studies in the Mathematical Theory of Scattering, Volume 3

  1. English
  2. PDF
  3. Available on iOS & Android
eBook - PDF

Advanced Studies in the Mathematical Theory of Scattering, Volume 3

About this book

This book presents a collection of independent mathematical studies, describing the analytical reduction of complex generic problems in the theory of scattering and propagation of electromagnetic waves in the presence of imperfectly conducting objects.

Their subjects include: a global method for scattering by a multimode plane; diffraction by an impedance curved wedge; scattering by impedance polygons; advanced properties of spectral functions in frequency and time domains; bianisotropic media and related coupling expressions; and exact and asymptotic reductions of surface radiation integrals.

The methods developed here can be qualified as analytical when they lead to exact explicit expressions, or semi-analytical when they drastically reduce the mathematical complexity of studied problems. Therefore, they can be used in mathematical physics and engineering to analyse and model, but also in applied mathematics to calculate the scattered fields in electromagnetism for a low computational cost.

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Yes, you can access Advanced Studies in the Mathematical Theory of Scattering, Volume 3 by Jean-Michel L. Bernard in PDF and/or ePUB format, as well as other popular books in Physical Sciences & Electromagnetism. We have over one million books available in our catalogue for you to explore.

Information

Publisher
Wiley-ISTE
Year
2024
Print ISBN
9781786308573
eBook ISBN
9781394325894
Edition
1
Topic
Physical Sciences
Subtopic
Electromagnetism

Table of contents

  1. Cover
  2. Dedication Page
  3. Title Page
  4. Coyright Page
  5. Contents
  6. Introduction
  7. Chapter 1. A Global Method for the Scattering by a Multimode Plane with Arbitrary Primary Sources and Complete Series with Error Functions
  8. Chapter 2. Diffraction by an Impedance Curved Wedge with Arbitrary Angle and Uniform Higher Order Asymptotics
  9. Chapter 3. Spectral Equations for Scattering by Impedance Polygons: Properties and Solutions
  10. Chapter 4. Advanced Properties of Spectral Functions in Frequency and Time Domains for Diffraction by a Wedge-shaped Region
  11. Chapter 5. General Integral Identities for Bianisotropic Media and Related Equations, Properties and Coupling Expressions
  12. Chapter 6. Exact and Asymptotic Reductions of Surface Radiation Integrals with Complex Exponential Arguments to Efficient Contour Integrals
  13. Index
  14. Other titles from ISTE in Waves
  15. EULA