Coding and Decoding: Seismic Data: The Concept of Multishooting: Computational Geophysics, cartea 1
Autor Luc T. Ikelleen Limba Engleză Paperback – 7 dec 2017
By using this approach, the longstanding problem of simulating a three-dimensional seismic survey can be reduced to a matter of weeks. Providing both theoretical and practical explanations of the multishooting approach, including case histories, this book is an essential resource for exploration geophysicists and practicing seismologists.
- Investigates how to collect, stimulate, and process multishooting data
- Addresses the improvements in seismic characterization and resolution that can be expected from multishooting data
- Provides information for the oil and gas exploration and production business that will influence day-to-day surveying techniques
- Covers robust decoding methods of undetermined mixtures, nonlinear decoding, the use of constraints in decoding processes, and nonlinear imaging of undecoded data
- Includes access to a companion site with answers to questions posed in the book
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Specificații
ISBN-13: 9780128110980
ISBN-10: 0128110988
Pagini: 718
Dimensiuni: 191 x 235 x 38 mm
Ediția:2
Editura: ELSEVIER SCIENCE
Seria Computational Geophysics
ISBN-10: 0128110988
Pagini: 718
Dimensiuni: 191 x 235 x 38 mm
Ediția:2
Editura: ELSEVIER SCIENCE
Seria Computational Geophysics
Public țintă
Primary: Exploration geophysicists, seismologists studying earthquakes, volcanoes, and in the petroleum industry. Secondary: Environmental engineers, geologists, and geographers.Cuprins
1. Introduction to Multishooting: Challanges and Rewards2. Mathematics of Statistical Decoding: Linear Instantaneous Mixtures3. Mathematics of statistical decoding: Nonlinear Instantaneous Mixtures4. Mathematics of Statistical Decoding: Convolutive Mixtures5. The Decoding and Demultiple of Instantaneous Mixtures6. Decoding Methods for Underdetermined Convolutive Mixtures7. Imaging of Multishot Data8. Case Histories
Appendix A. Nonnegative matrix factorizationAppendix B. Nonnegative tensor factorizationAppendix C. A review of 3D finite-difference modelingAppendix D. Wave Propagation
Appendix A. Nonnegative matrix factorizationAppendix B. Nonnegative tensor factorizationAppendix C. A review of 3D finite-difference modelingAppendix D. Wave Propagation