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Matthäus Jäger examines the simulation of liquid-gas flow in fuel tank systems and its application to sloshing problems. The author focuses at first on the physical model and the assumptions necessary to derive the respective partial differential equations. The second step involves the cell-centered finite volume method and its application to fluid dynamic problems with free surfaces using a volume of fluid approach. Finally, the application of the method for different use cases is presented followed by an introduction to the methodology for the interpretation of the results achieved. Contents Developing a Fuel Tank with the Help of Computer Aided Engineering (CAE) Deriving a System of Equations for the Description of Sloshing Phenomena Showing the Usability of the Finite Volume Method Verifying the Results for Suitable Test Cases Target Groups Lecturers and students from the fields of mechanical engineering, mathematics and physics Practitioners in the field of computational fluid dynamics The Author After successful completion of his master’s studies at the Technical University of Graz, Austria, Matthäus Jäger is now working as an engineer in the field of computational fluid dynamics for an Austrian fuel tank system manufacturer.
Finite volume method. --- Computer science --- Mathematics. --- Computational Mathematics and Numerical Analysis. --- Numerical and Computational Physics, Simulation. --- Applications of Mathematics. --- Math --- Science --- Computer mathematics --- Discrete mathematics --- Electronic data processing --- Mathematics --- Computer mathematics. --- Physics. --- Applied mathematics. --- Engineering mathematics. --- Engineering --- Engineering analysis --- Mathematical analysis --- Natural philosophy --- Philosophy, Natural --- Physical sciences --- Dynamics --- Mathematical physics. --- Theoretical, Mathematical and Computational Physics. --- Data processing. --- Physical mathematics --- Physics
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Unconventional reservoirs are usually complex and highly heterogeneous, such as shale, coal, and tight sandstone reservoirs. The strong physical and chemical interactions between fluids and pore surfaces lead to the inapplicability of conventional approaches for characterizing fluid flow in these low-porosity and ultralow-permeability reservoir systems. Therefore, new theories and techniques are urgently needed to characterize petrophysical properties, fluid transport, and their relationships at multiple scales for improving production efficiency from unconventional reservoirs. This book presents fundamental innovations gathered from 21 recent works on novel applications of new techniques and theories in unconventional reservoirs, covering the fields of petrophysical characterization, hydraulic fracturing, fluid transport physics, enhanced oil recovery, and geothermal energy. Clearly, the research covered in this book is helpful to understand and master the latest techniques and theories for unconventional reservoirs, which have important practical significance for the economic and effective development of unconventional oil and gas resources.
shale gas --- permeability --- prediction by NMR logs --- matrix–fracture interaction --- faults --- remaining oil distributions --- unconventional reservoirs --- coal deformation --- reservoir depletion --- carbonate reservoir --- nanopore --- fracturing fluid --- pseudo-potential model --- shale reservoirs --- matrix-fracture interactions --- multi-scale fracture --- succession pseudo-steady state (SPSS) method --- fluid transport physics --- integrated methods --- chelating agent --- dissolved gas --- non-equilibrium permeability --- effective stress --- fractal --- fracture network --- spontaneous imbibition --- tight oil --- porous media --- 0-1 programming --- the average flow velocity --- geothermal water --- micro-fracture --- pore types --- pore network model --- petrophysical characterization --- nitrogen adsorption --- analysis of influencing factors --- mudstone --- rheology --- velocity profile --- shale permeability --- flow resistance --- global effect --- tight sandstones --- fractal dimension --- contact angle --- temperature-resistance --- fractured well transient productivity --- reservoir classifications --- deep circulation groundwater --- viscosity --- NMR --- fractional diffusion --- lattice Boltzmann method --- multiporosity and multiscale --- fractal geometry --- imbibition front --- productivity contribution degree of multimedium --- wetting angle --- pH of formation water --- enhanced oil recovery --- isotopes --- tight sandstone --- fracture diversion --- shale --- SRV-fractured horizontal well --- low-salinity water flooding --- shale gas reservoir --- tight reservoirs --- fracture continuum method --- tight oil reservoir --- Lucaogou Formation --- hydraulic fracturing --- clean fracturing fluid --- recovery factor --- flow regimes --- local effect --- complex fracture network --- pore structure --- gas adsorption capacity --- polymer --- non-linear flow --- conformable derivative --- production simulation --- analytical model --- enhanced geothermal system --- multi-scale flow --- experimental evaluation --- extended finite element method --- fluid-solid interaction --- groundwater flow --- well-placement optimization --- thickener --- imbibition recovery --- equilibrium permeability --- slip length --- large density ratio --- clay mineral composition --- finite volume method --- volume fracturing --- influential factors --- sulfonate gemini surfactant
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