TI_analytical_3D
Analytical solution for 3D anelastic (transversely isotropic) homogeneous material due to a point force source.
| Authors: | Dimitri Komatitsch |
|---|---|
| General: | Wave propagation |
| Code level: | Research |
| Language: | Fortran 90/95 or later |
| Associated groups: | Numerical Methods |
| Supercomputing: | Serial |
| Grid dimensions: | 3D |
| Coordinate system: | Cartesian |
| Method: | Other |
| Tested operating system: | Linux, Windows |
| Rheology: | Elastic anisotropic |
| Grid type: | Other |
| Solution type: | Quasi-analytical |
| Total hits: | 6317 |
Latest Releases
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TI_analytical_3D 1.1 beta
(2006/11/22 17:37:02.432 GMT+1)
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Project Description
Analytical solution for 3D anelastic (transversely isotropic) homogeneous material due to a point force source.
Program written by Dimitri Komatitsch (University of Pau, France) in 2000 while working at Harvard University (Cambridge, USA) based on information provided by Jose Carcione (OGS, Trieste, Italy).
Analytical solution for a 3D TI medium along the symmetry axis taken from Carcione et al., Geophysics, vol. 57, p. 1606 (1992).
Computes the component of the displacement vector recorded along the symmetry axis caused by a point force acting on that same axis, convolved with a Ricker time signal (this can be changed).