WAVEFORM
TOMOGRAPHY 2008:
Beyond the
First Arrival
A short
course, to be held at
Queen’s
University in
Tues -
Friday April 28th- May 2nd, 2008
Instructors:
Gerhard Pratt, Drew Brenders
Queen’s
University
(Registration
required, space is limited)
In Waveform Tomography the
input data consist of the seismic waveforms themselves (as opposed to the
picked traveltimes), and the underlying numerical method is based on the full
wave equation (as opposed to a ray approximation or a Born approximation).
These features make waveform tomography less approximate and consequently
better resolved than traveltime tomography. The
course assumes a basic understanding of the principles of traveltime
tomography and seismic waveform analysis.
COURSE
OUTLINE:
The contents pages from
the 2004 Course Notes are available here.
All participants in the
short course will receive training in the frequency-domain waveform tomography
package in use at Queen’s University. On signing a software license agreement,
academic participants will receive a Linux-compatible copy of the code and a
one-year, non-exclusive, non-commercial, non-transferable user license to the
code. For registration and travel information see http://www.geol.ca/people/pratt/WavetomoRegistration.htm
For more information on Waveform Tomography see the following
(and references therein):
Pratt, R.G., 2004. Velocity models from Frequency-Domain Waveform Tomography: Past, Present and Future. An invited presentation given at the 66th Conference and Exhibition of the EAGE, Paris , France . Delivered at the W8 Workshop on "Estimation of Accurate Velocity Macro-Models in Complex Structures".
Pratt, R.G., 2003. Waveform tomography: theory and practice. An invited presentation given at the 12th International Workshop on Controlled-Source Seismology, Mountain Lake, Virginia Sirgue, L. and Pratt, R. G., 2004. Efficient waveform inversion and imaging: a strategy for selecting temporal frequencies. Geophysics, 69, 231-248. Pratt, R.G., 1999. Seismic waveform inversion in the frequency domain, Part 1: Theory, and verification in a physical scale model. Geophysics, 64, 888-901.