Modeling Path Effects in the Los Angeles Regionby Robert W. Graves, Woodward-Clyde Consultants, Pasadena, United States,
Robert W. Clayton, Woodward-Clyde Consultants, Pasadena, United States,
Paul G. Somerville, Woodward-Clyde Consultants, Pasadena, United States,
Document Type: Proceeding Paper
Abstract: Path effects for seismic wave propagation within three-dimensional (3-D) basin structures are analyzed using a reciprocal source experiment. In this experiment, a numerical simulation is performed in which a point source is excited at a given location and then the wave field is propagated and recorded throughout a 3-D grid of points. Using the principle of reciprocity, source and receiver locations are reversed. This allows the modeling of path effects into a particular observation site for all possible source locations using only one simulation. The numerical technique is based on the use of paraxial extrapolators and currently tracks only acoustic waves. However, the method is capable of handling arbitrary media variations; thus, effects due to focusing, diffraction and the generation of multiple reflections and refractions are modeled quite well. Applying this technique to model path effects for local earthquakes recorded at stations in the Los Angeles area of southern California indicates the strong influence that the 3-D crustal basins of this region have on the propagation of seismic energy. The modeling results show that the structure of the Los Angeles, San Fernando and San Gabriel basins create strong patterns of focusing and defocusing for paths coming into these stations from various source locations. These simulations compare well with earthquake data recorded at both stations. By comparing these calculations with earthquake data, we can begin to investigate the nature in which these propagation effects contribute to observed patterns of strong ground motions within these basin regions.
Subject Headings: Seismic waves | Basins | Earthquakes | Hydrologic models | Seismic tests | Three-dimensional models | Wave propagation | Computer models | North America | California | United States | Los Angeles
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