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Practical Aspects of 3D Temperature and Heat Flow Modelling for EGS Energy Exploration Including a High Relief Terrain Case Study

Helen J. Gibson, Kurt Stüwe, Ray Seikel, Desmond FitzGerald

Key words
Enhanced Geothermal Systems, GeoModeller, geothermal module, topography, Köflach, thermal insulator
Location
Koflach, Austria
Conference
World Geothermal Congress
Year
2010
Session
32. Software for Geothermal Applications
Language
English
Paper number
3229

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Abstract

Key to accuracy in temperature and heat flow modelling is the ability to make calculations directly from well-constrained 3D geology models (Gibson et. al. 2008, Meixner and Holgate, 2008). Correct treatment of topography is another key concern for modelling heat flow patterns which replicate those measured in the real world (Stüwe and Hintermüller, 2000; Braun, 2003).

Commencing with a synthetic 3D geology model, featuring high topographic relief and variable scenarios of thermal conductivity contrasts, we present results from thermal modelling employing an explicit finite difference method to solve for temperature in the steady state. Our solver scheme populates a Cartesian voxelised grid with resulting in-situ temperatures, heat flow values and temperature gradients.

Our synthetic model is a test-bed for the Köflach district of Eastern Austria for which a 3D GeoModeller1 geology model is currently under construction. The Köflach model will demonstrate realistic 3D temperature and heat flow modeling, verified against measured insitu temperatures and heat flow data, whilst always obeying topographic effects. The existence of thermally insulating lignite beds at Köflach lends itself as a possible analogue for Enhanced Geothermal System (EGS) plays which also typically require the existence of shallow insulating horizons to setup a scenario of anomalously high heat occurrence, at accessibly shallow depths. This work also has implications for geothermal energy exploration in Eastern Australian’s coal-bearing basins.

Copyright 2010, International Geothermal Association. Readers who download papers from this site should honour the copyright of the original authors, and may not copy or distribute the work further without the permission of the original publisher.

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