Goal: after taking this course, students will have the background knowledge necessary to start an original research project in global theoretical seismology.
Topics: brief review of continuum mechanics and earthquake modeling. Approaches to solving the momentum equation in realistic Earth models, or ways to calculate a theoretical seismogram: homogeneous wave equation; P and S waves; eikonal equation and ray tracing; surfacewave solutions; normalmode solutions. The problem of identifying a spherically symmetric model for the Earth (starting model for 3D tomography).
Please check this
webpage often to download course material.
Lectures:
21.02.12: Introduction and logistics: [tentative course syllabus] [Brief history of global seismology]
28.02.12: Review of continuum mechanics [lecture notes]
06./13.03.12: Seismic sources I and II [lecture notes]
20./27.03.12: Body waves I and II [lecture notes]
03.04.12: Numerical methods [lecture notes]
17.04.12: Betti's theorem, the Green's problem, representation theorem [lecture notes]
24.04.12: ray theory [lecture notes] and surface waves [lecture notes]
08.05.12: surface waves, II [lecture notes]
15.05.12: normal modes: the string [lecture notes] and the Earth [lecture notes]
