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Elastic Wave Propagation and Generation in Seismology

Textbook

By: Jose Pujol

336 pages, 92 Figs

Cambridge University Press

Paperback | Jun 2003 | #136864 | ISBN: 0521520460
Availability: Usually dispatched within 6 days Details
NHBS Price: £61.99 $78/€74 approx
Hardback | Jun 2003 | #136861 | ISBN: 0521817307
Availability: Usually dispatched within 6 days Details
NHBS Price: £139.00 $175/€166 approx

About this book

Provides the necessary mathematical tools to tackle seismological problems, and demonstrates how to apply them. Solutions to student exercises are available on a dedicated website.

'Overall I recommend Elastic Wave Propagation and Generation in Seismology for an introductory course in theoretical seismology, especially if it is augmented with practical experience. The full text could be comfortably covered over the course of one semester and can serve as a helpful guide to instructors and students alike.' EOS '! will do well as an intermediate, but concentrated textbook in seismological theory.' The Leading Edge 'The author must be congratulated for providing students of seismology with a very useful textbook.' Journal of Seismology 'I enjoyed reading this book and was impressed with the breadth and depth of the material, and how thoroughly the author presented it ! The intermediate-level tutorial nature of the book will appeal to geophysicists and students who want to improve their understanding of elastic wave propagation theory. I recommend it highly. The Leading Edge


Contents

Preface; 1. Introduction to tensors and dyadics; 2. Deformation: strain and rotation tensors; 3. The stress tensor; 4. Linear elasticity: the elastic wave equation; 5. Scalar and elastic waves in unbounded media; 6. Plane waves in simple models with plane boundaries; 7. Surface waves in simple models: dispersive waves; 8. Ray theory; 9. Seismic point sources in unbounded homogeneous media; 10. The earthquake source in unbounded media; 11. Anelastic attenuation; Appendix A. Introduction to the theory of distributions; Appendix B. The Hilbert transform; Appendix C. Green's function for the 3-D scalar wave equation; Appendix D. Proof of equation (9.5.12); Appendix E. Proof of equation (9.13.1); References; Index.


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