Publications

Velocity-stress-pressure algorithm for 3D poroelastic wave propagation

Aldridge, David F.; Bartel, Lewis C.; Symons, Neill P.

Three-dimensional seismic wave propagation within a heterogeneous isotropic poroelastic medium is simulated with an explicit, time-domain, finite-difference algorithm. A system of thirteen, coupled, first-order partial differential equations is solved for the velocity vector components, stress tensor components, and pressure associated with solid and fluid constituents of the composite medium. A massively parallel computational implementation, utilizing the spatial domain decomposition strategy, allows investigation of large-scale earth models and/or broadband wave propagation within reasonable execution times.