Fr. 200.00

Forward and Inverse Scattering Algorithms Based on Contrast Source - Integral Equation

English · Hardback

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Description

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A guide to wave-field computational methods based on contrast source type of integral equations
 
Forward and Inverse Scattering Algorithms Based on Contrast Source Integral Equations presents a text that examines wave-field computational methods based on contrast source type of integral equations and the computational implementation in wave-field based imaging methods. Written by a noted expert on the topic, the book provides a guide to efficient methods for calculating wave fields in a known inhomogeneous medium. The author provides a link between the fundamental scattering theory and its discrete counterpart and discusses the forward scattering problem based on the contrast-source integral equations.
 
The book fully describes the calculation of wave fields inside and outside a scattering object with general shape and material property and reviews the inverse scattering problem, in which material properties are resolved from wave-field measurements outside the scattering object. The theoretical approach is the inverse of the forward scattering problem that determines how radiation is scattered, based on the scattering object. This important book:
* Provides a guide to the effects of scalar waves, acoustic waves and electromagnetic waves
* Describes computer modeling in 1D, 2D and 3D models
* Includes an online site for computer codes with adjustable configurations
 
Written for students, researchers, and professionals, Forward and Inverse Scattering Algorithms Based on Contrast Source Integral Equations offers a guide to wave-field computational methods based on contrast source type of integral equations and the computational implementation in wave-field based imaging methods.

List of contents

Preface xiii
 
Introduction xv
 
PART I FORWARD SCATTERING PROBLEM
 
1 Scalar Waves 3
 
2 Acoustic Waves 85
 
3 Electromagnetic Waves 197
 
PART II INVERSE SCATTERING PROBLEM
 
4 Scalar wave inversion 333
 
5 Acoustic wave inversion 405
 
6 Electromagnetic wave inversion 471
 
Matlab Scripts 531
 
References 533
 
Index 537

About the author










PETER M. VAN DEN BERG, PHD, is a Professor Emeritus in Electromagnetic Theory in the Department of Applied Sciences at Delft University of Technology. He was a consultant for Shell International, Petroleum GEO-Services, Schlumberger-Doll Research and ASML.


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