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An accelerated Picard method for nonlinear systems related to variably saturated flowLOTT, P. A; WALKER, H. F; WOODWARD, C. S et al.Advances in water resources. 2012, Vol 38, pp 92-101, issn 0309-1708, 10 p.Article

ANALYTICAL SOLUTIONS TO RICHARDS' EQUATION = LES SOLUTIONS A L'EQUATION DE RICHARDWARRICK AW; LOMEN DO; ANONYMOUS et al.1981; EOS, TRANS., AM. GEOPHYS. UNION; ISSN 0096-3941; USA; DA. 1981-11-10; VOL. 62; NO 45; PP. 860Conference Paper

EXPERIMENTAL VERIFICATION OF THE UNSATURATED FLOW EQUATION = VERIFICATION EXPERIMENTALE DE L'EQUATION DU FLUX D'INFILTRATIONGARDNER WR; ANONYMOUS.1981; EOS, TRANS., AM. GEOPHYS. UNION; ISSN 0096-3941; USA; DA. 1981-11-10; VOL. 62; NO 45; PP. 859Conference Paper

RICHARDS' EQUATION AND ITS GENERALIZATIONS IN THE CONTEXT OF MODERN THEORIES OF MIXTURES = L'EQUATION DE RICHARD ET SA GENERALISATION DANS LE CONTEXTE DES THEORIES MODERNES DES MELANGESRAATS PAC; ANONYMOUS.1981; EOS, TRANS., AM. GEOPHYS. UNION; ISSN 0096-3941; USA; DA. 1981-11-10; VOL. 62; NO 45; PP. 859Conference Paper

RICHARDS' EQUATION; RECENT EXACT AND APPROXIMATE SOLUTIONS = L'EQUATION DE RICHARD; LES SOLUTIONS EXACTES ET APPROCHEES RECENTESKNIGHT JH; ANONYMOUS.1981; EOS, TRANS., AM. GEOPHYS. UNION; ISSN 0096-3941; USA; DA. 1981-11-10; VOL. 62; NO 45; PP. 860Conference Paper

SIMILITUDE FOR FLOW SYSTEMS FROM INSPECTIONAL ANALYSIS OF RICHARD'S EQUATION = DETERMINATION DE LA RESSEMBLANCE DE SYSTEMES D'ECOULEMENT A PARTIR DE LA VERIFICATION DE L'EQUATION DE RICHARDBROOKS ROYAL H; ANONYMOUS.1981; EOS, TRANS., AM. GEOPHYS. UNION; ISSN 0096-3941; USA; DA. 1981-11-10; VOL. 62; NO 45; PP. 859Conference Paper

Water pulse migration through semi-infinite vertical unsaturated porous column with special relative-permeability functions: Exact solutionsHAYEK, Mohamed.Journal of hydrology (Amsterdam). 2014, Vol 517, pp 668-676, issn 0022-1694, 9 p.Article

Quasilinear infiltration from an elliptical cavityKUHLMAN, Kristopher L; WARRICK, Arthur W.Advances in water resources. 2008, Vol 31, Num 8, pp 1057-1065, issn 0309-1708, 9 p.Article

An alternative to primary variable switching in saturated-unsaturated flow computationsKRABBENHOFT, K.Advances in water resources. 2007, Vol 30, Num 3, pp 483-492, issn 0309-1708, 10 p.Article

Verification of numerical solutions of the Richards equation using a traveling wave solutionZLOTNIK, Vitaly A; TIEJUN WANG; NIEBER, John L et al.Advances in water resources. 2007, Vol 30, Num 9, pp 1973-1980, issn 0309-1708, 8 p.Article

A fractal Richards' equation to capture the non-Boltzmann scaling of water transport in unsaturated mediaHONGGUANG SUN; MEERSCHAERT, Mark M; YONG ZHANG et al.Advances in water resources. 2013, Vol 52, pp 292-295, issn 0309-1708, 4 p.Article

Analytical solutions of the linearized richards equation for discrete arbitrary initial and boundary conditionsMENZIANI, Marilena; PUGNAGHI, Sergio; VINCENZI, Sergio et al.Journal of hydrology (Amsterdam). 2007, Vol 332, Num 1-2, pp 214-225, issn 0022-1694, 12 p.Article

Efficient steady-state solution techniques for variably saturated groundwater flowFARTHING, Matthew W; KEES, Christopher E; COFFEY, Todd S et al.Advances in water resources. 2003, Vol 26, Num 8, pp 833-849, issn 0309-1708, 17 p.Article

Verification, conservation, stability and efficiency of a finite volume method for the 1D Richards equationCAVIEDES-VOULLIEME, Daniel; GARCIA-NAVARRO, Pilar; MURILLO, Javier et al.Journal of hydrology (Amsterdam). 2013, Vol 480, pp 69-84, issn 0022-1694, 16 p.Article

On equivalent hydraulic conductivity for oscillation―free solutions of Richard's equationBELFORT, Benjamin; YOUNES, Anis; FAHS, Marwan et al.Journal of hydrology (Amsterdam). 2013, Vol 505, pp 202-217, issn 0022-1694, 16 p.Article

Comparison of conductivity averaging methods for one-dimensional unsaturated flow in layered soilsSZYMKIEWICZ, A; HELMIG, R.Advances in water resources. 2011, Vol 34, Num 8, pp 1012-1025, issn 0309-1708, 14 p.Article

Nonlinear Multigrid Methods for Numerical Solution of the Unsaturated Flow Equation in Two Space DimensionsJUNCU, Gheorghe; NICOLA, Aurelian; POPA, Constantin et al.Transport in porous media. 2010, Vol 83, Num 3, pp 637-652, issn 0169-3913, 16 p.Article

Philip's infiltration equation for variable-head ponded infiltrationMOLLERUP, M.Journal of hydrology (Amsterdam). 2007, Vol 347, Num 1-2, pp 173-176, issn 0022-1694, 4 p.Article

Exact solutions to radially symmetric two-phase flow for an arbitrary diffusivitySANDER, G. C; PARLANGE, J.-Y; LISLE, I. G et al.Advances in water resources. 2005, Vol 28, Num 10, pp 1112-1121, issn 0309-1708, 10 p.Article

Motion of wetting fronts moving into partially pre-wet soilWITELSKI, Thomas P.Advances in water resources. 2005, Vol 28, Num 10, pp 1133-1141, issn 0309-1708, 9 p.Article

Uncertainty analysis and validation of the estimation of effective hydraulic properties at the Darcy scaleMESGOUEZ, A; BUIS, S; RUY, S et al.Journal of hydrology (Amsterdam). 2014, Vol 512, pp 303-314, issn 0022-1694, 12 p.Article

A fully coupled numerical modeling for regional unsaturated―saturated water flowYAN ZHU; LIANGSHENG SHI; LIN LIN et al.Journal of hydrology (Amsterdam). 2012, Vol 475, pp 188-203, issn 0022-1694, 16 p.Article

A Numerical Model of Transient Unsaturated Flow Under Centrifugation Based on Mass BalanceKACUR, J; MALENGIER, B; KISON, P et al.Transport in porous media. 2011, Vol 87, Num 3, pp 793-813, issn 0169-3913, 21 p.Article

A generalized Ross method for two- and three-dimensional variably saturated flowYUANYUAN ZHA; LIANGSHENG SHI; MING YE et al.Advances in water resources. 2013, Vol 54, pp 67-77, issn 0309-1708, 11 p.Article

A finite-element algorithm for modeling variably saturated flowsMENGXI WU.Journal of hydrology (Amsterdam). 2010, Vol 394, Num 3-4, pp 315-323, issn 0022-1694, 9 p.Article

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