EGU General Assembly 2008
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  List of Accepted Contributions - GD1 Large-Scale Computing, Computing Environments and Visualization in the Geosciences

Please, click Abstract Number to find the corresponding abstract as PDF file; if necessary, download Adobe Acrobat Reader 4.0 first to open the file. Any abstract may be freely reproduced for non-commercial, scientific purposes; however, the moral right of the author(s) to be identified as the author(s) of such abstracts is asserted.

Zhong, S. J.; McNamara, A. K.; Tan, E.; Moresi, L. N.; Gurnis, M.
A Benchmark Study for the Stokes Flow and Thermal and Thermochemical Convection for 3-D Spherical Shell Models

Yuen, D.A.; Greensky, J.B.; Knox, M.; Lyness, M.LF.; Kameyama, M.C.; Chen, S. ; Damon, M.R.; Czech, W.
Interactive Visualization of 3-D Mantle Convection with Handheld Devices

Lin, L.
A simplified numerical model of 3-D subsurface flow and solute transport: model description and example verification

Moder, C.; Oeser, J.; Mohr, M.; Schuberth, B.
Processing and visualization of mantle convection data with Paraview and VTK

Schmalzl, J.; Loddoch, A.
Visualization and data compression for multi-variable geophysical flow simulations

Tackley, P. J.
Using the yin-yang grid to model thermo-chemical mantle convection with large viscosity contrasts in a 3-D spherical shell

Døssing, ADA; Lars Stemmerik, LS; Hans Thybo, HT
Potential field modelling onshore-offshore central East Greenland

Thieulot, C.; Huismans, R.; Braun, J.
DOUAR, a new 3D creeping flow model for the solution of geological problems: some applications.

Boschi, L.; Peter, D.
Petascale computing and adjoint methods in global seismic tomography

Geenen, T; van den Berg, A; Spakman, W
Scalable robust solvers for 3D unstructured modeling applications, solving the Stokes equation with large, localized, viscosity contrasts.

Stemmer, K.; Harder, H.; Hansen, U.
Massively parallel Simulations of Mantle and Core Flows in 3D spherical Shells

Krotkiewski, M.; Dabrowski, M; Podladchikov, Y.Y.
High resolution 3D modeling of heterogeneous parabolic and hyperbolic problems on structured meshes.

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