Seismic Migration: Imaging of Acoustic Energy by Wave Field Extrapolation.. :Imaging of Acoustic Energy by Wave Field Extrapolation ( 2 )

Publication subTitle :Imaging of Acoustic Energy by Wave Field Extrapolation

Publication series :2

Author: Berkhout   A. J.  

Publisher: Elsevier Science‎

Publication year: 2012

E-ISBN: 9780444602008

P-ISBN(Paperback): 9780444421302

P-ISBN(Hardback):  9780444421302

Subject: P315.3 seismic wave, earthquake magnitude, the physics of earthquake foci

Language: ENG

Access to resources Favorite

Disclaimer: Any content in publications that violate the sovereignty, the constitution or regulations of the PRC is not accepted or approved by CNPIEC.

Description

Seismic Migration: Imaging of Acoustic Energy by Wave Field Extrapolation, Second Edition, Volume A: Theoretical Aspects covers the theoretical aspects of seismic migration techniques. This volume is divided into 11 chapters that consider the concept of propagation and scattering matrices.
This book begins with a presentation of a selection of concepts and properties of seismic migration from vector analysis. These topics are followed by considerable chapters on the mathematical aspects of migration, including discrete spectral analysis, two-dimensional Fourier transforms, and wave theory. The subsequent chapters describe the derivation of the Kirchhoff integral for upward traveling wave field and wave field extrapolation for downward traveling source waves and upward traveling reflected waves. These chapters also propose a matrix formulation to represent single seismic record and multi-record data sets, along with different modeling algorithms. A chapter examines inverse wave field extrapolation, in which the medium must be horizontally layered, the layers being homogeneous. The book ends with a summary and comparison of different approaches to seismic migration.

Chapter

Front Cover

pp.:  1 – 4

Copyright Page

pp.:  5 – 12

PREFACE

pp.:  8 – 16

Table of Contents

pp.:  12 – 8

INTRODUCTION

pp.:  16 – 32

CHAPTER 1. BASIC RESULTS FROM VECTOR ANALYSIS

pp.:  32 – 46

CHAPTER 2. DISCRETE SPECTRAL ANALYSIS

pp.:  46 – 72

CHAPTER 3. TWO-DIMENSIONAL FOURIER TRANSFORMS

pp.:  72 – 80

CHAPTER 4. WAVE THEORY

pp.:  80 – 132

CHAPTER 5. PROPERTIES OF THE KIRCHHOFF INTEGRAL

pp.:  132 – 166

CHAPTER 6. WAVE FIELD EXTRAPOLATION: THE FORWARD PROBLEM

pp.:  166 – 214

CHAPTER 7. WAVE FIELD EXTRAPOLATION : THE INVERSE PROBLEM

pp.:  214 – 240

CHAPTER 8. MIGRATION IN THE WAVENUMBER-FREQUENCY DOMAIN ('PLANE WAVE METHOD')

pp.:  240 – 256

CHAPTER 9. SUMMATION APPROACH TO MIGRATION

pp.:  256 – 272

CHAPTER 10. FINITE-DIFFERENCE APPROACH TO MIGRATION

pp.:  272 – 308

CHAPTER 11. A COMPARISON BETWEEN THE DIFFERENT APPROACHES TO MIGRATION

pp.:  308 – 328

APPENDICES

pp.:  328 – 328

A. HOOKE'S LAW FOR FLUIDS AND SOLIDS

pp.:  328 – 335

B. LINEAR EQUATIONS FOR COMPRESSIONAL WAVES IN HOMOGENEOUS SOLIDS

pp.:  335 – 343

C. WAVE EQUATION FOR INHOMOGENEOUS FLUIDS

pp.:  343 – 354

D. SPATIAL FOURIER TRANSFORMS OF GREEN' S FUNCTIONS IN THE RAYLEIGH INTEGRALS

pp.:  354 – 357

E. SERIES EXPANSION OF THE KIRCHHOFF-SUMMATION OPERATOR

pp.:  357 – 362

F. DIFFERENTIATION IN TERMS OF CONVOLUTION

pp.:  362 – 366

SUBJECT INDEX

pp.:  366 – 367

The users who browse this book also browse


No browse record.