Seismic migration : imaging of acoustic energy by wave field extrapolation / A, Theoretical aspects

Seismic Migration: Imaging of Acoustic Energy by Wave Field Extrapolation.. Content: Further Titles in this Series Page II Front Matter Page III Copyright page Page IV Dedication Page V Preface - Preface to the First Edition Pages VII-VIII A.J. Berkhout Preface to Volume ‘A’ of the Second Edition Page IX A.J. Berkhout Introduction Pages 1-15 1 - Basic Results from Vector Analysis Pages 17-29 2 - Discrete Spectral Analysis Pages 31-55 3 - Two-Dimensional Fourier Transforms Pages 57-64 4 - Wave Theory Pages 65-115 5 - Properties of the Kirchhoff Integral Pages 117-149 6 - Wave Field Extrapolation: The Forward Problem Pages 151-198 7 - Wave Field Extrapolation: The Inverse Problem Pages 199-224 8 - Migration in the Wavenumber-Frequency Domain (‘Plane Wave Method’) Pages 225-240 9 - Summation Approach to Migration Pages 241-256 10 - Finite-Difference Approach to Migration Pages 257-292 11 - A Comparison between the Different Approaches to Migration Pages 293-312 APPENDIX A - Hooke's Law for Fluids and Solids Pages 313-319 APPENDIX B - Linear Equations for Compressional Waves in Homogeneous Solids Pages 320-327 APPENDIX C - Wave Equation for Inhomogeneous Fluids Pages 328-338 APPENDIX D - Spatial Fourier Transforms of Green's Functions in the Rayleigh Integrals Pages 339-341 APPENDIX E - Series Expansion of the Kirchhoff-Summation Operator Pages 342-346 APPENDIX F - Differentiation in Terms of Convolution Pages 347-349 Subject Index Page 351