| 036a | XA-DE |
| 037b | eng |
| 087q | 978-3-319-43448-3 |
| 100 | Liu, Hui-Hai |
| 331 | Fluid Flow in the Subsurface |
| 335 | History, Generalization and Applications of Physical Laws |
| 410 | Cham ; s.l. |
| 412 | Springer International Publishing |
| 425 | 2017 |
| 425a | 2017 |
| 433 | Online-Ressource (XIII, 230 p. 91 illus., 64 illus. in color, online resource) |
| 451 | Theory and Applications of Transport in Porous Media ; 28 |
| 501 | Description based upon print version of record |
| 527 | Druckausg.ISBN: 978-3-319-43448-3 |
| 540a | ISBN 978-3-319-43449-0 |
| 700 | |RBK |
| 700 | |SCI081000 |
| 700b | |551.4 |
| 700c | |GB1001-1199.8 |
| 750 | This book presents a systematic attempt to generalize several fundamental physical laws related to subsurface fluid flow that are important for a number of contemporary applications in the areas of hydrogeology, reservoir engineering and rock mechanics. It also covers the history of discovering these physical laws, their respective scope of validity, and their generalizations or extensions. The physical laws discussed include Darcy’s law, Darcy-Buckingham law and Hooke’s law. Darcy’s law is the fundamental law for subsurface fluid flow. For low-permeability media, it is not always adequate because of the strong fluid-solid interaction. Though the Darcy-Buckingham law is often used for modeling subsurface multiphase flow, it is only valid under the local equilibrium condition. This condition does not hold in many cases, especially when fingering flow occurs. It is well known that subsurface fluid flow is coupled with mechanical deformation of subsurface media; in some applications, this coupling can play a dominant role. The continuum-scale elastic deformation of natural rock, however, does not always follow the traditional form of Hooke’s law. The book also presents applications of the proposed generalizations of the physical laws to several important engineering projects |
| 753 | Preface -- 1. Generalization of Darcy Law: Non-Darcian Liquid Flow in Low-permeability Media -- 2. Generalization of Darcy-Buckingham Law: Optimality and water flow in unsaturated media -- 3. Two-Part Hooke Model (TPHM): Theory, Validation and Applications -- 4. A Thermodynamic Hypothesis Regarding Optimality Principles for Flow Processes in Geosystems -- 5. Final Remarks |
| 902s | 210077638 Filtergesetz |
| 902s | 209071044 Poröser Stoff |
| 902s | 208920811 Fluid |
| 902s | 208943250 Grundwasser |
| 902s | 208965963 Hydraulik |
| 902s | 209206705 Strömungsmechanik |
| 907s | 209542950 Grundwasserstrom |
| 907s | 209861487 Hydrodynamische Gleichungen |
| 907s | 208965998 Hydrogeologie |
| 907s | 210058048 Wasserdurchlässigkeit |
| 912s | 208943277 Grundwasserleiter |
| 912s | 476861810 Hookesches Gesetz |
| 912s | 209952938 Permeabilität |
| 912s | 21214555X Deformation <Geologie> |
| 917s | 210077638 Filtergesetz |
| 917s | 209071044 Poröser Stoff |
| 917s | 208920811 Fluid |
| 917s | 208943250 Grundwasser |
| 917s | 208965963 Hydraulik |
| 917s | 209206705 Strömungsmechanik |
| 922s | 209542950 Grundwasserstrom |
| 922s | 209861487 Hydrodynamische Gleichungen |
| 922s | 208965998 Hydrogeologie |
| 922s | 210058048 Wasserdurchlässigkeit |
| 927s | 208943277 Grundwasserleiter |
| 927s | 476861810 Hookesches Gesetz |
| 927s | 209952938 Permeabilität |
| 927s | 21214555X Deformation <Geologie> |
| 012 | 477154417 |
| 081 | Liu, Hui-Hai: Fluid Flow in the Subsurface |
| 100 | Springer E-Book |
| 125a | Elektronischer Volltext - Campuslizenz |
| 655e | $uhttp://dx.doi.org/10.1007/978-3-319-43449-0 |
