Click on the thumbnail to view the results of IR migration using one-way "acoustic" wave equation approximation in a 3D tilted transversally isotropic medium with Thomsen parameters eps=.45, delta=.2 and tilted symmetry axis defined by angles psi=40deg (rotation in the x,y plane) and phi=30deg (angle from vertical). The proposed technique is capable of computationally efficient one-way seismic wave extrapolation free form shear wave artifacts, in arbitrary variable TTI media (see the 04 March 09 article below).

Click on the thumbnail to view the phase of a proposed 3-dimensional migration operator for a tilted transversally isotropic medium with Thomsen parameters eps=.45, delta=.2 and tilted symmetry axis defined by angles psi=30deg (rotation in the x,y plane) and phi=60deg (angle from vertical). A method has been implemented that is capable of computationally efficient one-way seismic wave extrapolation in arbitrary TTI media free form shear wave artifacts.

Click on the thumbnail to view the results of an IR modelling in a tilted transversally isotropic 3-dimensional medium with Thomsen parameters eps=.45, delta=.2 and tilted symmetry axis defined by angles psi (rotation in the x,y plane) and phi (angle from vertical). The animation shows planar cross sections of the 3D wave for different combinations of values for psi and phi. The proposed algorithm leads to computationally efficient 3D modelling and migration algorithms that are free form shear wave artifacts.

Click on the thumbnail to view the result of IR migration for a strongly anisotropic medium using a new explicit narrow-aperture extrapolation operator. I propose a mathematical technique for building mixed explicit/implicit wavefield extrapolators for strongly anisotropic media that can successfully handle both lateral variation of the anisotropic parameters and steep dips using computationally efficient finite difference equations.

Click on the thumbnail in the left pane to see a snapshot of time-domain wave modelling that demonstrates my latest optimised ABC (the right boundary) in comparison with Reynolds-Higdon ABC (top).