We calculate a complete seismic wave field using the Fourier pseudospectral method in a simple triclinic velocity model. To identify elementary seismic waves in the complex wave field, we compute ray-theory travel times. The velocity model is composed of two homogeneous layers separated by a curved interface. The anisotropy of the upper layer is triclinic. We show and discuss results of comparison between seismograms and travel times for one common-shot gather.
Fourier pseudospectral method, ray-theory travel times, anisotropic velocity model, triclinic anisotropy
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