| 1 |
Modeling the Flow Pattern at the Fractured Granites in Porto Alegre, Brazil
Kuznetsov M, Viero AP, Sorek S, Roisenberg A, Ronen D
Transport in Porous Media, 101(3), 413, 2014 |
| 2 |
Scale-dependent Macroscopic Balance Equations Governing Transport Through Porous Media: Theory and Observations
Sorek S, Ronen D, Gitis V
Transport in Porous Media, 81(1), 61, 2010 |
| 3 |
Extensions to the macroscopic Navier-Stokes equation
Sorek S, Levi-Hevroni D, Levy A, Ben-Dor G
Transport in Porous Media, 61(2), 215, 2005 |
| 4 |
A two-dimensional areal model for density dependent flow regime
Sorek S, Borisov VS, Yakirevich A
Transport in Porous Media, 43(1), 87, 2001 |
| 5 |
Derivation of Forchheimer terms and their verification by application to waves propagation in porous media
Levy A, Levi-Hevroni D, Sorek S, Ben-Dor G
International Journal of Multiphase Flow, 25(4), 683, 1999 |
| 6 |
Contributions to theoretical experimental developments in shock waves propagation in porous media
Sorek S, Levy A, Ben-Dor G, Smeulders D
Transport in Porous Media, 34(1), 63, 1999 |
| 7 |
A model for solute transport following an abrupt pressure impact in saturated porous media
Sorek S
Transport in Porous Media, 22(3), 271, 1996 |
| 8 |
Evolution of the balance equations in saturated thermoelastic porous media following abrupt simultaneous changes in pressure and temperature
Levy A, Sorek S, BenDor G, Bear J
Transport in Porous Media, 21(3), 241, 1995 |
| 9 |
K+ UPTAKE BY ROOT SYSTEMS GROWN IN SOIL UNDER SALINITY .2. SENSITIVITY ANALYSIS
YAKIREVICH A, SOREK S, SILBERBUSH M
Transport in Porous Media, 14(2), 123, 1994 |
