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M-OSRP Code Project

 

jk Code Research Project

3D FS ISS multiple removal code: web page

download code: (fspred_3D_mpri_cop.tar , slac - 9.0.tar )

The 3D free surface inverse scattering series (ISS) multiple removal
code was written by Sam Kaplan in 2006. Before the code could be tested
or documented, Sam Kaplan began his Ph.D. studies at the University of
Alberta.The code was subsequently tested and debugged by Haiyan Zhang
and Simon Shaw (ConocoPhillips), Sam Kaplan (University of Alberta), and
Zhiqiang Wang (M-OSRP) and with Kris Innanen, the M-OSRPcontact/connection. The linked-to packages represent a current (summer,2009) snap-shot of the code-base. The
code is undocumented, but is similar to the 2D free surface ISS
multiple removal code, and whose
documentation can be found on this web-page. Hence, an understanding of
the 3D code should follow from an understanding of the 2D code. One
notable exception is the slac library which now uses the GNU auto-tools
(http://www.gnu.org/software/autoconf/) for installation.

access documentation

 

Forward Modeling code:

For the M-OSRP internal multiple attenuation project, we test the code using synthetic data sets. To that end, we have finite difference code which produces data for an acoustic, isotropic and non-viscous 2D model, and a line source.

download code: (fd_acoustic-2.0.tar.gz , fd_demos.tar.gz , slac-7.2.tar.gz )
access documentation

Older Version:

download code: (fd_acoustic.tar.gz , fd_demos.tar.gz , slac.tar.gz )
access documentation

The documentation (linked to above) describes how to get the code from CVS. This is something that we are planning for the future. For now, please disregard this section of the documentation, and retrieve the code by simply clicking on the above links. You will need to download all three of the codes (fd_acoustic.tar.gz, slac.tar.gz and fd_demos.tar.gz).

Extinction theorem wavelet estimation:

M-OSRP wavelet estimation using the extinction theorem.

download code: (wavelet_est.tar.gz)
download documentation: (wavelet_est.pdf)

Extinction theorem deghosting:

Our implementation of the extinction theorem deghosting algorithm applicable to 1.5D and 2D data-sets.

download code: (deghosting.tar.gz)
download documentation
contact: Jingfeng Zhang (z_jingfeng@yahoo.com)

 

Free surface multiple elimination code:

M-OSRP free surface multiple elimination code applicable to 2D and 1.5D data sets.

download code: (fspred_blade-7.5.tar.gz , slac-7.1.tar.gz)
access documentation

 

Internal multiple attenuation code:

M-OSRP internal multiple attenuation code applicable to 2D and 1.5D data sets.

current version (1):

download code: (impred_2D_mpi-2.12.tar.gz , slac-7.1.tar.gz)
access documentation

 

current version (2) :

download code: ( impred_2D_mpi-1.10.8.tar.gz , slac-7.1.tar.gz )
access documentation

This version of the IMA code is written for and tested with the IBM Blue Gene architecture. However, it likely also applicable to any large scale distributed computing system, and we encourage its use, as such.

older versions:

download code: ( impred_2D_mpi-1.10.7.tar.gz , slac-7.1.tar.gz )
access documentation

download code: (impred_2D_mpi-2.10.tar.gz , slac-7.1.tar.gz)
access documentation


download code: (impred_2D_mpi-2.4.tar.gz , slac-2.0.tar.gz )
access documentation

download code (1.0): (impred_blade.tar.gz , slac.tar.gz )
download code (1.1): (impred_blade-1.1.tar.gz , slac-1.1.tar.gz )
access documentation

The documentation (linked to above) describes how to get the code from CVS. This is something that we are planning for the future. For now, please disregard this section of the documentation, and retrieve the code by simply clicking on the above links. You will need to download both codes ("impred_blade.tar.gz" and "slac.tar.gz").

ICA adaptive subtraction:

M-OSRP adaptive subtraction code applicable to the inverse scattering series free surface multiple elimination algorithm.

download code: (ica_adaptsubt-1-1.tar.gz , slac-7.2.tar.gz )
access documentation

 

Dr. Ken Matson - MOSRP Multiple Attenuation Review:

presentation (PPT slides) ---- videojkuipoo

 


Copyright © 2006 M-OSRP Inc. All rights reserved.