Authors:
IRWIN NC
ALTOBELLI SA
CUSHMAN JH
GREENKORN RA
Citation: Nc. Irwin et al., NMR IMAGING EXPERIMENTS FOR THE VERIFICATION OF STOCHASTIC TRANSPORT-THEORY, Magnetic resonance imaging, 16(5-6), 1998, pp. 493-496
Citation: S. Mukhopadhyay et Jh. Cushman, MONTE-CARLO SIMULATION OF CONTAMINANT TRANSPORT - I - LONG-RANGE CORRELATIONS IN FRACTURE CONDUCTIVITY, Transport in porous media, 31(2), 1998, pp. 145-181
Citation: S. Mukhopadhyay et Jh. Cushman, MONTE-CARLO SIMULATION OF CONTAMINANT TRANSPORT - II - MORPHOLOGICAL DISORDER IN FRACTURE CONNECTIVITY, Transport in porous media, 31(2), 1998, pp. 183-211
Citation: S. Mukhopadhyay et Jh. Cushman, DIFFUSIVE TRANSPORT OF VOLATILE POLLUTANTS IN NONAQUEOUS-PHASE LIQUIDCONTAMINATED SOIL - A FRACTAL MODEL, Transport in porous media, 30(2), 1998, pp. 125-154
Citation: Ae. Hassan et al., SIGNIFICANCE OF POROSITY VARIABILITY TO TRANSPORT IN HETEROGENEOUS POROUS-MEDIA, Water resources research, 34(9), 1998, pp. 2249-2259
Citation: Ae. Hassan et al., A MONTE-CARLO ASSESSMENT OF EULERIAN FLOW AND TRANSPORT PERTURBATION MODELS, Water resources research, 34(5), 1998, pp. 1143-1163
Citation: Fw. Deng et Jh. Cushman, HIGHER-ORDER CORRECTIONS TO THE FLOW VELOCITY COVARIANCE TENSOR, REVISITED, Water resources research, 34(1), 1998, pp. 103-106
Authors:
CUSHMAN JH
COMPTON SG
ZACHARIADES C
WARE AB
NEFDT RJC
RASHBROOK VK
Citation: Jh. Cushman et al., GEOGRAPHIC AND TAXONOMIC DISTRIBUTION OF A POSITIVE INTERACTION - ANT-TENDED HOMOPTERANS INDIRECTLY BENEFIT FIGS ACROSS SOUTHERN AFRICA, Oecologia, 116(3), 1998, pp. 373-380
Citation: Jh. Cushman et Bx. Hu, SOLUTIONS TO THE STOCHASTIC TRANSPORT PROBLEM OF O(SIGMA(N)(V)) FOR CONSERVATIVE SOLUTES, Stochastic hydrology and hydraulics, 11(4), 1997, pp. 297-302
Citation: Bx. Hu et al., NONLOCAL REACTIVE TRANSPORT WITH PHYSICAL, CHEMICAL, AND BIOLOGICAL HETEROGENEITY, Advances in water resources, 20(5-6), 1997, pp. 293-308
Citation: Ls. Bennethum et al., MODIFIED DARCY LAW, TERZAGHI EFFECTIVE STRESS PRINCIPLE AND FICK LAW FOR SWELLING CLAY SOILS, Computers and geotechnics, 20(3-4), 1997, pp. 245-266
Citation: Ma. Murad et Jh. Cushman, A MULTISCALE THEORY OF SWELLING POROUS-MEDIA .2. DUAL-POROSITY MODELSFOR CONSOLIDATION OF CLAYS INCORPORATING PHYSICOCHEMICAL EFFECTS, Transport in porous media, 28(1), 1997, pp. 69-108
Authors:
JOHNSON V
KRISTENSEN G
SANGUINETTI A
ERSKINE E
CAPELLOS R
KONSTANTINIDES K
RIKHYE IJ
SURT NC
SAKOIJO N
SHIKATA N
AJELILAT S
SHIYYAB MK
VANDERGRAAF HJ
BREIVIK R
MALIK IU
GOMES FD
BELOUS V
GARECY M
GROMOV B
KOLTOUNOV V
LARINOV V
LEBED A
LEBEDEV YV
MAKAREVSKY V
MEDVODOV V
MIKHAILOV G
NOZHIN E
ROKHILIN L
SLEPORT I
SIMONYAN R
SURIKOV BT
TEHEROV N
VINOGADOV MS
ZOUBKOV R
KARUMARATNE UA
SILVA CAMM
LUPOGO HC
BEACH H
CARVER M
HARBOTTLE M
MACKIE A
BECTON J
BURNS WF
CARROLL EJ
CUSHMAN JH
GALVIN JR
GAYLER N
HORNER CA
JAMES RG
ODOM WE
OMEARA A
PURSLEY RE
READ WL
ROGERS BW
SEIGNIOUS GM
SHANAHAN JJ
SMITH WY
WILSON JB
Citation: V. Johnson et al., STATEMENT ON NUCLEAR-WEAPONS, The Washington quarterly, 20(3), 1997, pp. 125-130
Citation: Bx. Hu et Jh. Cushman, COMPARISON OF NONLOCAL EULERIAN TO LAGRANGIAN MOMENTS FOR TRANSPORT IN AN ANISOTROPIC HETEROGENEOUS AQUIFER WITH DETERMINISTIC LINEAR NONEQUILIBRIUM SORPTION, Water resources research, 33(4), 1997, pp. 891-896
Citation: Ae. Hassan et al., MONTE-CARLO STUDIES OF FLOW AND TRANSPORT IN FRACTAL CONDUCTIVITY FIELDS - COMPARISON WITH STOCHASTIC PERTURBATION-THEORY, Water resources research, 33(11), 1997, pp. 2519-2534
Citation: Jh. Cushman et al., COMPARISON OF EULERIAN TO LAGRANGIAN EXPECTED SPATIAL MOMENTS FOR TRANSPORT IN A HETEROGENEOUS POROUS-MEDIUM WITH DETERMINISTIC LINEAR NONEQUILIBRIUM SORPTION, Chemical engineering communications, 150, 1996, pp. 5-21
Citation: S. Achanta et al., MULTICOMPONENT, MULTIPHASE THERMOMECHANICS WITH INTERFACES - REPLY, International journal of engineering science, 34(5), 1996, pp. 535-536
Citation: Ma. Murad et Jh. Cushman, MULTISCALE FLOW AND DEFORMATION IN HYDROPHILIC SWELLING POROUS-MEDIA, International journal of engineering science, 34(3), 1996, pp. 313-338
Citation: Ls. Bennethum et Jh. Cushman, MULTISCALE, HYBRID MIXTURE THEORY FOR SWELLING SYSTEMS .1. BALANCE LAWS, International journal of engineering science, 34(2), 1996, pp. 125-145
Citation: Ls. Bennethum et Jh. Cushman, MULTISCALE, HYBRID MIXTURE THEORY FOR SWELLING SYSTEMS .2. CONSTITUTIVE THEORY, International journal of engineering science, 34(2), 1996, pp. 147-169
Citation: Ma. Murad et al., A MULTISCALE THEORY OF SWELLING POROUS-MEDIA .1. APPLICATION TO ONE-DIMENSIONAL CONSOLIDATION, Transport in porous media, 19(2), 1995, pp. 93-122