We are very pleased to announce Nicolas' PhD defense on March 05, 2020 in ENSG, Amphi G at 2:00 pm
Stochastic seismic interpretation of salt bodies:
detection, sampling and impact on imaging
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Improving the global coherency of the Shared Earth Model using static, dynamic and geomechanics data
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This year, four speakers are presenting their work at the EAGE Conference (18-21 October) in Amsterdam :
- Melchior Schuh-Senlis : Structural Restoration of Geological Structures with Viscous Stokes Flow - Principle and First Results
- Anais Ibourichene : Investigating the Effective Properties of Multiscale Fractured Media Using Non-Periodic Homogenization
- Jérémie Giraud : Utilisation of stochastic MT inversion results to constrain gravity inversion
- Modeste Irakarama : Implicit 3D Subsurface Structural Modeling by Finite Elements
For more information about the full program of the event, please visit the EAGE agenda webpage
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Pierre Anquez. ( 2019 )
Université de Lorraine
Defended on 12-06-2019, at the University of Lorraine, as part of the Sirena Doctoral School - Science and Engineering of Natural Resources (Lorraine),
in partnership with Géoressources (Nancy) (laboratory)
Repair and simplification of geological boundary representation models : impact on mesh and numerical simulation in seismology and hydrodynamics
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The webinar will start by a 25 minutes presentation followed by a Q&A session.
Please click on the link to join the event and feel free to share it within your organization.
Title: Using the FAIStokes software to launch creeping flow simulations
Abstract:
In the frame of his PhD, Melchior produced the FAIStokes prototype to perform structural restoration using viscous Stokes flow principle.
In this webinar, the FAIStokes software will be presented, and its main specificities and its installation will be shown.
The process of launching simulations with the code will then be detailed, as well as the various parameters controlling the simulations and how to change them.
Finally, an example will be used to show how to apply this in practice on a specific case.
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