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Results:
1-14
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Results: 14
Authors:
Cushman, JH
Moroni, M
Citation: Jh. Cushman et M. Moroni, Statistical mechanics with three-dimensional particle tracking velocimetryexperiments in the study of anomalous dispersion. I. Theory, PHYS FLUIDS, 13(1), 2001, pp. 75-80
Authors:
Moroni, M
Cushman, JH
Citation: M. Moroni et Jh. Cushman, Statistical mechanics with three-dimensional particle tracking velocimetryexperiments in the study of anomalous dispersion. II. Experiments, PHYS FLUIDS, 13(1), 2001, pp. 81-91
Authors:
Stroud, WJ
Curry, JE
Cushman, JH
Citation: Wj. Stroud et al., Capillary condensation and snap-off in nanoscale contacts, LANGMUIR, 17(3), 2001, pp. 688-698
Authors:
Bonilla, FA
Cushman, JH
Citation: Fa. Bonilla et Jh. Cushman, On perturbative expansions to the stochastic flow problem, TRANS POR M, 42(1-2), 2001, pp. 3-35
Authors:
Moroni, M
Cushman, JH
Citation: M. Moroni et Jh. Cushman, Three-dimensional particle tracking velocimetry studies of the transition from pore dispersion to Fickian dispersion for homogeneous porous media, WATER RES R, 37(4), 2001, pp. 873-884
Authors:
Bennethum, LS
Murad, MA
Cushman, JH
Citation: Ls. Bennethum et al., Macroscale thermodynamics and the chemical potential for swelling porous media, TRANS POR M, 39(2), 2000, pp. 187-225
Authors:
Bonilla, FA
Cushman, JH
Citation: Fa. Bonilla et Jh. Cushman, Role of boundary conditions in convergence and nonlocality of solutions tostochastic flow problems in bounded domains, WATER RES R, 36(4), 2000, pp. 981-997
Authors:
Cushman, JH
Ginn, TR
Citation: Jh. Cushman et Tr. Ginn, Fractional advection-dispersion equation: A classical mass balance with convolution-Fickian flux, WATER RES R, 36(12), 2000, pp. 3763-3766
Authors:
Murad, MA
Cushman, JH
Citation: Ma. Murad et Jh. Cushman, Thermomechanical theories for swelling porous media with microstructure, INT J ENG S, 38(5), 2000, pp. 517-564
Authors:
Irwin, NC
Greenkorn, RA
Altobelli, SA
Cushman, JH
Citation: Nc. Irwin et al., Examination of stochastic dispersion theory by MRI in aperiodic porous media, AICHE J, 46(12), 2000, pp. 2344-2351
Authors:
Kuo, RKH
Irwin, NC
Greenkorn, RA
Cushman, JH
Citation: Rkh. Kuo et al., Experimental investigation of mixing in aperiodic heterogeneous porous media: Comparison with stochastic transport theory, TRANS POR M, 37(2), 1999, pp. 169-182
Authors:
Bennethum, LS
Cushman, JH
Citation: Ls. Bennethum et Jh. Cushman, Coupled solvent and heat transport of a mixture of swelling porous particles and fluids: Single time-scale problem, TRANS POR M, 36(2), 1999, pp. 211-244
Authors:
Hu, BX
Hassan, AE
Cushman, JH
Citation: Bx. Hu et al., Eulerian solutions of O(sigma(N)(v)) for the stochastic transport problem for conservative tracers coupled with O(sigma(4)(f)) solutions for the flowproblem in an infinite domain, WATER RES R, 35(12), 1999, pp. 3685-3697
Authors:
Irwin, NC
Greenkorn, RA
Altobelli, SA
Cushman, JH
Citation: Nc. Irwin et al., Examination of transport theory of arbitrary order in velocity variance byMRI, AICHE J, 45(6), 1999, pp. 1351-1354
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