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Results 1 to 25 of 2687

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Experimental flow in various porous media and reconciliation of Forchheimer and Ergun relationsDUKHAN, Nihad; BAGCI, Özer; ÖZDEMIR, Mustafa et al.Experimental thermal and fluid science. 2014, Vol 57, pp 425-433, issn 0894-1777, 9 p.Article

Short-time asymptotics of hydrodynamic dispersion in porous mediaBROSTEN, Tyler R.Journal of Fluid Mechanics. 2013, Vol 732, pp 687-705, issn 0022-1120, 19 p.Article

Linear instability of the Darcy―Hadley flow in an inclined porous layerBARLETTA, A; REES, D. A. S.Physics of fluids (1994). 2012, Vol 24, Num 7, issn 1070-6631, 074104.1-074104.22Article

Exact analytical solutions of moving boundary problems of one-dimensional flow in semi-infinite long porous media with threshold pressure gradientWENCHAO LIU; JUN YAO; YUEYING WANG et al.International journal of heat and mass transfer. 2012, Vol 55, Num 21-22, pp 6017-6022, issn 0017-9310, 6 p.Article

Structure Effects on Electro-Osmosis in Microporous MediaMORAN WANG.Journal of heat transfer. 2012, Vol 134, Num 5, issn 0022-1481, 051020.1-051020.6Conference Paper

Equal-order finite elements with local projection stabilization for the Darcy-Brinkman equationsBRAACK, M; SCHIEWECK, F.Computer methods in applied mechanics and engineering. 2011, Vol 200, Num 9-12, pp 1126-1136, issn 0045-7825, 11 p.Article

SIMULATION OF THE DYNAMIC (FREQUENCY-DEPENDENT) PERMEABILITY AND ELECTRICAL CONDUCTIVITY IN POROUS MATERIALS BASED ON THE CONCEPT OF AN ENSEMBLE OF PORESDINARIEV, O. Yu; MIKHAILOV, D. N.Journal of applied mechanics and technical physics. 2011, Vol 52, Num 1, pp 82-95, issn 0021-8944, 14 p.Article

Numerical simulations of Stokes-Brinkman equations for permeability prediction of dual scale fibrous porous mediaRYOL HWANG, Wook; ADVANI, Suresh G.Physics of fluids (1994). 2010, Vol 22, Num 11, issn 1070-6631, 113101.1-113101.14Article

Cross-property connections between overall electric conductivity and fluid permeability of a random porous media with conducting sceletonSEVOSTIANOV, Igor; SHRESTHA, Manjita.International journal of engineering science. 2010, Vol 48, Num 12, pp 1702-1708, issn 0020-7225, 7 p.Article

A generalized Milne-Thomson theorem for the case of parabolic inclusionOBNOSOV, Yu. V.Applied mathematical modelling. 2009, Vol 33, Num 4, pp 1970-1981, issn 0307-904X, 12 p.Article

An asymptotic analysis of the steady process of saturation of a laminated porous materialALIMOV, M. M.Journal of applied mathematics and mechanics. 2009, Vol 73, Num 5, pp 574-580, issn 0021-8928, 7 p.Article

Characterization of a porous medium employing numerical tools: Permeability and pressure-drop from Darcy to turbulenceTERUEL, Federico E; RIZWAN-UDDIN.International journal of heat and mass transfer. 2009, Vol 52, Num 25-26, pp 5878-5888, issn 0017-9310, 11 p.Article

The statistical characteristics of the displacement front in a randomly heterogeneous mediumSPESIVTSEV, P. Ye; TEODOROVICH, E. V.Journal of applied mathematics and mechanics. 2007, Vol 71, Num 3, pp 424-431, issn 0021-8928, 8 p.Article

Pore-scale simulations of drainage of heterogeneous and anisotropic porous mediaTANAKOVSKY, Alexandre M; WARD, Andy L; MEAKIN, Paul et al.Physics of fluids (1994). 2007, Vol 19, Num 10, issn 1070-6631, 103301.1-103301.8Article

The effective viscosity of a channel-type porous mediumBREUGEM, W.-P.Physics of fluids (1994). 2007, Vol 19, Num 10, issn 1070-6631, 103104.1-103104.8Article

Mathematical modeling of flows inside rotating bodies made of cellular-porous materialsFEDOROV, A. V; FOMIN, V. M; KHMEL', T. A et al.Journal of applied mechanics and technical physics. 2005, Vol 46, Num 6, pp 835-841, issn 0021-8944, 7 p.Article

Dispersion de Taylor généralisée à un fluide à propriétés physiques variables = Generalized Taylor dispersion for heterogeneous fluidFELDER, Christophe; OLTEAN, Constantin; PANFILOV, Mikhail et al.Comptes rendus. Mécanique. 2004, Vol 332, Num 3, pp 223-229, issn 1631-0721, 7 p.Article

Fluid displacement between two parallel plates: a non-empirical model displaying change of type from hyperbolic to elliptic equationsSHARIATI, M; TALON, L; MARTIN, J et al.Journal of Fluid Mechanics. 2004, Vol 519, pp 105-132, issn 0022-1120, 28 p.Article

Imbibition driven by a temperature gradientMEDINA, A; PINEDA, A; TREVINO, C et al.Journal of the Physical Society of Japan. 2003, Vol 72, Num 5, pp 979-982, issn 0031-9015, 4 p.Article

Turbulent mass transport in saturated rigid porous mediaDE LEMOS, Marcelo J. S; MESQUITA, Maximilian S.International communications in heat and mass transfer. 2003, Vol 30, Num 1, pp 105-113, issn 0735-1933, 9 p.Article

Three-dimensional miscible displacement simulations in homogeneous porous media with gravity overrideRIAZ, A; MEIBURGT, E.Journal of Fluid Mechanics. 2003, Vol 494, pp 95-117, issn 0022-1120, 23 p.Article

The effects of compression and pore size variations on the liquid flow characteristics in metal foamsBOOMSMA, K; POULIKAKOS, D.Journal of fluids engineering. 2002, Vol 124, Num 1, pp 263-272, issn 0098-2202Article

Liquid seeping into porous mediumAL-NIMR, M. A; OKOR, M. H; KIWAN, S et al.Heat and mass transfer. 2001, Vol 37, Num 2-3, pp 157-160, issn 0947-7411Article

Natural convection in a trapezoidal enclosure filled with a porous mediumBAYTAS, A. C; POP, I.International journal of engineering science. 2001, Vol 39, Num 2, pp 125-134, issn 0020-7225Article

Thermophoretic motion of an aerosol particle in a non-concentric poreLU, Shih-Yuan; LEE, Cheng-Tsung.Journal of aerosol science. 2001, Vol 32, Num 11, pp 1341-1358, issn 0021-8502Article

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