Authors:
ZIMMERMAN DA
DEMARSILY G
GOTWAY CA
MARIETTA MG
AXNESS CL
BEAUHEIM RL
BRAS RL
CARRERA J
DAGAN G
DAVIES PB
GALLEGOS DP
GALLI A
GOMEZHERNANDEZ J
GRINDROD P
GUTJAHR AL
KITANIDIS PK
LAVENUE AM
MCLAUGHLIN D
NEUMAN SP
RAMARAO BS
RAVENNE C
RUBIN Y
Citation: Da. Zimmerman et al., A COMPARISON OF 7 GEOSTATISTICALLY BASED INVERSE APPROACHES TO ESTIMATE TRANSMISSIVITIES FOR MODELING ADVECTIVE TRANSPORT BY GROUNDWATER-FLOW, Water resources research, 34(6), 1998, pp. 1373-1413
Citation: V. Difederico et Sp. Neuman, TRANSPORT IN MULTISCALE LOG CONDUCTIVITY FIELDS WITH TRUNCATED POWER VARIOGRAMS, Water resources research, 34(5), 1998, pp. 963-973
Citation: V. Difederico et Sp. Neuman, FLOW IN MULTISCALE LOG CONDUCTIVITY FIELDS WITH TRUNCATED POWER VARIOGRAMS, Water resources research, 34(5), 1998, pp. 975-987
Citation: Sp. Neuman et V. Difederico, COMMENT ON SCALING OF RANDOM-FIELDS BY MEANS OF TRUNCATED POWER VARIOGRAMS AND ASSOCIATED SPECTRA - REPLY, Water resources research, 34(11), 1998, pp. 3209-3210
Citation: Dm. Tartakovsky et Sp. Neuman, TRANSIENT FLOW IN BOUNDED RANDOMLY HETEROGENEOUS DOMAINS-1 - EXACT CONDITIONAL MOMENT EQUATIONS AND RECURSIVE APPROXIMATIONS, Water resources research, 34(1), 1998, pp. 1-12
Citation: Dm. Tartakovsky et Sp. Neuman, TRANSIENT FLOW IN BOUNDED RANDOMLY HETEROGENEOUS DOMAINS-2 - LOCALIZATION OF CONDITIONAL MEAN EQUATIONS AND TEMPORAL NONLOCALITY EFFECTS, Water resources research, 34(1), 1998, pp. 13-20
Citation: Dm. Tartakovsky et Sp. Neuman, TRANSIENT EFFECTIVE HYDRAULIC CONDUCTIVITIES UNDER SLOWLY AND RAPIDLYVARYING MEAN GRADIENTS IN BOUNDED 3-DIMENSIONAL RANDOM-MEDIA, Water resources research, 34(1), 1998, pp. 21-32
Citation: Kc. Hsu et Sp. Neuman, 2ND-ORDER EXPRESSIONS FOR VELOCITY MOMENTS IN 2-DIMENSIONAL AND 3-DIMENSIONAL STATISTICALLY ANISOTROPIC MEDIA (VOL 33, PG 625, 1997), Water resources research, 34(1), 1998, pp. 155-155
Citation: V. Difederico et Sp. Neuman, SCALING OF RANDOM-FIELDS BY MEANS OF TRUNCATED POWER VARIOGRAMS AND ASSOCIATED SPECTRA, Water resources research, 33(5), 1997, pp. 1075-1085
Citation: Kc. Hsu et Sp. Neuman, 2ND-ORDER EXPRESSIONS FOR VELOCITY MOMENTS IN 2-DIMENSIONAL AND 3-DIMENSIONAL STATISTICALLY ANISOTROPIC MEDIA, Water resources research, 33(4), 1997, pp. 625-637
Citation: Kc. Hsu et al., HIGHER-ORDER EFFECTS ON FLOW AND TRANSPORT IN RANDOMLY HETEROGENEOUS POROUS-MEDIA (VOL 32, PG 571, 1996), Water resources research, 33(4), 1997, pp. 911-912
Citation: Dx. Zhang et Sp. Neuman, EFFECT OF LOCAL DISPERSION ON SOLUTE TRANSPORT IN RANDOMLY HETEROGENEOUS MEDIA, Water resources research, 32(9), 1996, pp. 2715-2723
Citation: Ek. Paleologos et al., EFFECTIVE HYDRAULIC CONDUCTIVITY OF BOUNDED, STRONGLY HETEROGENEOUS POROUS-MEDIA, Water resources research, 32(5), 1996, pp. 1333-1341
Authors:
NEUMAN SP
TARTAKOVSKY D
WALLSTROM TC
WINTER CL
Citation: Sp. Neuman et al., PREDICTION OF STEADY-STATE FLOW IN NONUNIFORM GEOLOGIC MEDIA BY CONDITIONAL MOMENTS - EXACT NONLOCAL FORMALISM, EFFECTIVE CONDUCTIVITIES, AND WEAK APPROXIMATION (VOL 29, PG 341, 1993), Water resources research, 32(5), 1996, pp. 1479-1480
Citation: Kc. Hsu et al., HIGHER-ORDER EFFECTS ON FLOW AND TRANSPORT IN RANDOMLY HETEROGENEOUS POROUS-MEDIA, Water resources research, 32(3), 1996, pp. 571-582
Citation: Dx. Zhang et Sp. Neuman, HEAD AND VELOCITY COVARIANCES UNDER QUASI-STEADY-STATE FLOW AND THEIREFFECTS ON ADVECTIVE TRANSPORT, Water resources research, 32(1), 1996, pp. 77-83
Citation: Dx. Zhang et Sp. Neuman, EULERIAN-LAGRANGIAN ANALYSIS OF TRANSPORT CONDITIONED ON HYDRAULIC DATA .1. ANALYTICAL-NUMERICAL APPROACH, Water resources research, 31(1), 1995, pp. 39-51
Citation: Dx. Zhang et Sp. Neuman, EULERIAN-LAGRANGIAN ANALYSIS OF TRANSPORT CONDITIONED ON HYDRAULIC DATA .2. EFFECTS OF LOG TRANSMISSIVITY AND HYDRAULIC-HEAD MEASUREMENTS, Water resources research, 31(1), 1995, pp. 53-63
Citation: Dx. Zhang et Sp. Neuman, EULERIAN-LAGRANGIAN ANALYSIS OF TRANSPORT CONDITIONED ON HYDRAULIC DATA .3. SPATIAL MOMENTS, TRAVEL-TIME DISTRIBUTION, MASS-FLOW RATE, AND CUMULATIVE RELEASE ACROSS A COMPLIANCE SURFACE, Water resources research, 31(1), 1995, pp. 65-75
Citation: Dx. Zhang et Sp. Neuman, EULERIAN-LAGRANGIAN ANALYSIS OF TRANSPORT CONDITIONED ON HYDRAULIC DATA .4. UNCERTAIN INITIAL PLUME STATE AND NON-GAUSSIAN VELOCITIES, Water resources research, 31(1), 1995, pp. 77-88
Citation: S. Orr et Sp. Neuman, OPERATOR AND INTEGRODIFFERENTIAL REPRESENTATIONS OF CONDITIONAL AND UNCONDITIONAL STOCHASTIC SUBSURFACE FLOW, Stochastic hydrology and hydraulics, 8(2), 1994, pp. 157-172
Citation: Sp. Neuman, GENERALIZED SCALING OF PERMEABILITIES - VALIDATION AND EFFECT OF SUPPORT SCALE, Geophysical research letters, 21(5), 1994, pp. 349-352