Download Advances in Transport Phenomena in Porous Media by Yehuda Bachmat, Jacob Bear (auth.), Jacob Bear, M. Yavuz PDF

By Yehuda Bachmat, Jacob Bear (auth.), Jacob Bear, M. Yavuz Corapcioglu (eds.)

This quantity includes the lectures awarded on the NATO complex learn INSTITUTE that came about at Newark, Delaware, U. S. A. , July 14-23, 1985. the target of this assembly was once to provide and talk about chosen subject matters linked to shipping phenomena in porous media. by means of their very nature, porous media and phenomena of delivery of intensive amounts that ensue in them, are very complicated. the cast matrix should be inflexible, or deformable (elastically, or following another constitutive relation), the void area can be occupied via a number of fluid levels. each one fluid section should be composed of a couple of part, with a number of the parts able to interacting between themselves and/or with the forged matrix. The shipping strategy will be isothermal or non-isothermal, without or with part alterations. Porous medium domain names within which large amounts, similar to mass of a fluid part, element of a fluid section, or warmth of the porous medium as an entire, are being transported take place within the perform in various disciplines.

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1. Micromodel Construction The networks are produced by etching into silica glass or photoetching into nylon from which replicas in epoxy resin are cast. The glass models have a surface chemistry similar to that of clean sandstone and are water-wet when clean. The resin models demonstrate a mixed wettability: decane completely wets them, whereas water show a finite contact angle. For decane-water-alcohol systems the aqueous phase tends to wet the resin completely, but not spontaneously when the surfaces are initially contacted by decane.

3. 4. 5. 9. REFERENCES Bachmat, Y. , "Macroscopic Modeling of Transport Phenomena in Porous Media l:The Continuum Approach," Transport in Porous Media~ Vol. 3, 1986, pp. 213. Bear,J. , "Transport Phenomena in Porous MediaBasic Equations," Fundamentals of Transport Phenomena in Porous Media~ J. Y. , Martinus Nijhoff Publishers BV, The Hague, The Netherlands, 1984, pp. 3-61. , "Calculations of the Flow of Heterogeneous Mixtures Through Porous Media," Applied Science Society~ Vol. 2, 1948, pp. 81 - 86.

15) where ]la is assumed constant within the REV. As a special case of interest, let us assume that (a) the fluid (that occupies the entire void space) adheres to the solid (= no slip m --a -s . , the Sas -s Sas -ssolid is approximately rigid, and, therefore, its averaged velocity on (Sas) is equal to its average over (Uos)' Then Eq. et J dX i - ), - s (v-: Sl dn dX j = + - - s dn } ) Vsj dX i 28 l1 a { --a rna Cln(V i -s Vsi ) Clx j --a rna -s -s -s ClV . 17) derived by applying Eq. 1) to Ga =8 a .

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