WPP
WPP (Wave Propagation Program) is the predecessor of SW4. It discretizes the seismic wave equations using a second order accurate numerical method that satisfies the principle of summation by parts. SW4 (Seismic Waves, 4th order) implements substantial capabilities for 3-D seismic modeling, with a free surface condition on the top boundary, absorbing super-grid conditions on the far-field boundaries [PS-13], and an arbitrary number of point force and/or point moment tensor source terms. Each source time function can have one of many predefined analytical time dependencies, or interpolate a user defined discrete time series. Complex rupture mechanisms can be described with the SRF file format. SW4 supports a fully 3-D heterogeneous material model that can be specified in several formats. It uses a curvilinear mesh near the free surface to honor the free surface boundary condition on a realistic topography. The curvilinear mesh is automatically generated from the description of the topography. To make SW4 more computationally efficient, the seismic wave equations are discretized on a Cartesian mesh below the curvilinear grid. The Cartesian mesh, which extends to the bottom of the computational domain, is also generated automatically.
Keywords for this software
References in zbMATH (referenced in 3 articles )
Showing results 1 to 3 of 3.
Sorted by year (- Petersson, N. Anders; Sjögreen, Björn: Stable and efficient modeling of anelastic attenuation in seismic wave propagation (2012)
- Sjögreen, Björn; Petersson, N. Anders: A fourth order accurate finite difference scheme for the elastic wave equation in second order formulation (2012)
- Petersson, N. Anders; Sjogreen, Bjorn: An energy absorbing far-field boundary condition for the elastic wave equation (2009)