Elastic waves in random media: fundamentals of seismic stratigraphic filtering [Libro electrónico] / autores: Serg A. Shapiro, Peter Hubral
Por: Shapiro, Serg A [autor/a].
Hubral, Peter [autor/a].
Tipo de material: Libro en línea Series Editor: New York, New York, United States: Springer, c1999Descripción: xiv, 191 páginas : ilustraciones ; 24 centímetros.ISBN: 3540650067; 9783540650065 (Print); 9783540497752 (Online).Tema(s): Seismic waves | Geology, StratigraphicNota de acceso: Disponible para usuarios de ECOSUR con su clave de acceso Nota de bibliografía: Incluye bibliografía e índice: páginas 183-187 Número de sistema: 55816Contenidos:Mostrar Resumen:Tipo de ítem | Biblioteca actual | Colección | Signatura | Estado | Fecha de vencimiento | Código de barras |
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Libros | Biblioteca Electrónica Recursos en línea (RE) | Acervo General | Recurso digital | ECO400558168453 |
Incluye bibliografía e índice: páginas 183-187
1. Introduction.. 2. Random media and wave propagation.. 3. Normal-incidence waves in a stack of layers.. 4. Oblique incidence of scalar waves.. 5. Elastic P-SV waves.. 6. Frequency-dependent properties of stratigraphic filtering.. 7. Transient transmissivity.. 8. Stratigraphic filtering and amplitude variation with offet.. 9. Stratigraphic filtering in poroelastic media.. 10. Reflectivities of multilayered structures.. 11. Instead of conclusions.. Index
Disponible para usuarios de ECOSUR con su clave de acceso
This book treats various generalizations of the classical O'Doherty-Anstey formula in order to describe stratigraphic filtering effects. These are the effects that can be observed when elastic and electromagnetic waves propagate through multilayered structures. Our aim was to treat this topic in a comprehensive manner and present compact results in a didactically simple way, emphasizing the physics of the wave-propagation phenomena. We do not claim mathematical rigidity in all our derivations, however, we are pleased to have obtained quite simple descriptions of scattering, transmission and reflection of wavefields in acoustic, elastic, and poroelastic media which can be useful for various seismological and non-seismological applications. eng
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