Geophysical Journal International · 1989 · 120 citations · 10 references
Natural SciencesEarth SciencesGeophysicsCrustal GeophysicsSeismologyTectonicsCrustal SeismologyGeophysical InversionMantle SeismologyReceiver FunctionsSeismic Data ProcessingSeismic Wave PropagationP-wave Velocity ModelsSeismic Model BuildingSeismic ModelingSeismic Velocity InversionSynthetic Seismogram GenerationTeleseismic Receiver FunctionsUpper Mantle StructureVelocity Model Building
A new technique for computing differential seismograms for crustal and upper mantle response to a teleseismic wave (receiver functions) is developed using the matrix formalism of Kennett. The work was motivated by the difficulty of modelling teleseismic SV-waves, and has also proven useful for modelling teleseismic P-waves. This efficient method for calculating differential seismograms is based on three separate methods for computing synthetic seismograms. Two of the synthetic seismogram methods save intermediate results; then the remaining synthetic seismogram algorithm uses the stored results in an efficient calculation of a new synthetic seismogram for a perturbed velocity model. These developments have led to a faster (for a 30-layer model, a 90 per cent reduction in computation time) and more accurate linearized inversion scheme for the determination of velocity models using teleseismic waves.
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Seismic wave propagation in stratified media
A. J. Haines · Tectonophysics · 1984 · 905 citations
Thomas Owens, G. Zandt, Steven R. Taylor · Journal of Geophysical Research Atmospheres · 1984 · 529 citations
The reflectivity method for a buried source
R. Kind · 1977 · 118 citations