Download e-book for kindle: Computational Models for CO2 Geo-sequestration & Compressed by Rafid Al-Khoury, Jochen Bundschuh

By Rafid Al-Khoury, Jochen Bundschuh

ISBN-10: 1138015202

ISBN-13: 9781138015203

ISBN-10: 1315778726

ISBN-13: 9781315778723

''This ebook addresses precise, yet comparable and hugely vital geoenvironmental functions: CO2 sequestration in underground formation, and Compressed Air power garage (CAES). Sequestration of carbon dioxide in underground formations is taken into account an efficient approach and a practicable procedure for the mitigation of worldwide warming and weather swap. besides the fact that, the non permanent and long term results of such Read more...

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Extra info for Computational Models for CO2 Geo-sequestration & Compressed Air Energy Storage

Example text

Several of my colleagues, who have long and wide experience in solving complicated problems in hydrology and transport in porous medium domains have contributed excellent chapters. Altogether, the list of contributors provides a perfect combination of applied mathematicians, geoscientists, chemists, energy and process engineers, computational mechanists and computer scientists. In addition to the computational modeling chapters, the book covers the theoretical backgrounds necessary for developing the computational models.

Earth’s annual global mean energy budget. Bull. Am. Meteor. Soc. 78:2 (1997), pp. 197–208. W. : The finite element method in the static and dynamic deformation and consolidation of porous media. Second edition, Wiley, 1998. , Loos, M. : Carbon dioxide capture and storage. IPCC report, 2005. 8 J. Bundschuh & R. Al-Khoury REN21: Renewables 2013, global status report. pdf (accessed August 2013). : A generalized finite volume discretization method for reservoir simulation. SPE Symposium on Reservoir Simulation, Houston, TX, 1989, pp.

In the absence of chemical reactions, the components are independent on each other, and thus, the mass of each individual component must be conserved and described by a corresponding mass balance equation. Components of a phase are described by the mass fraction of the component, Xπα , where α is a component within the π phase. For a typical CO2 geo-sequestration system, CO2 w , Xw , representing the mass of CO2 component in water four mass fractions are involved: Xw CO2 w phase and water component in water phase, respectively; and XCO , XCO , representing the mass 2 2 of water component in CO2 phase and CO2 component in CO2 phase, respectively.

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Computational Models for CO2 Geo-sequestration & Compressed Air Energy Storage by Rafid Al-Khoury, Jochen Bundschuh

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