Search Results - "Miller, T C"

Lattice-Boltzmann simulation of two-phase flow in porous media by Pan, C., Hilpert, M., Miller, C. T.

“…We simulate two‐fluid‐phase flow at the pore scale using a lattice Boltzmann (LB) approach. Using a parallel processing version of the Shan‐Chen model that we…”
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A multiphase model for three-dimensional tumor growth by Sciumè, G, Shelton, S, Gray, W G, Miller, C T, Hussain, F, Ferrari, M, Decuzzi, P, Schrefler, B A

“…Several mathematical formulations have analyzed the time-dependent behavior of a tumor mass. However, most of these propose simplifications that compromise the…”
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Determination of total monomeric anthocyanin pigment content of fruit juices, beverages, natural colorants, and wines by the pH differential method : Collaborative study by JUNGMIN LEE, DURST, Robert W, KUPINA, S, MARTIN, S. K, MARTINSEN, B. K, MILLER, T. C, PAQUETTE, F, RYABKOVA, A, SKREDE, G, TRENN, U, WIGHTMAN, J. D, WROLSTAD, Ronald E, BARNES, K. W, EISELE, T, GIUSTI, M. M, HACHE, J, HOFSOMMER, H, KOSWIG, S, KRUEGER, D. A

“…This collaborative study was conducted to determine the total monomeric anthocyanin concentration by the pH differential method, which is a rapid and simple…”
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Thermodynamically constrained averaging theory approach for modeling flow and transport phenomena in porous medium systems: 9. Transition region models by Jackson, A.S., Rybak, I., Helmig, R., Gray, W.G., Miller, C.T.

“…► Transition regions between two domains with a different entities are considered. ► TCAT is used to derive an exact constrained entropy inequality. ►…”
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Influence of porous media heterogeneity on nonaqueous phase liquid dissolution fingering and upscaled mass transfer by Farthing, M. W., Seyedabbasi, M. A., Imhoff, P. T., Miller, C. T.

“…The utility of existing models for describing upscaled mass transfer from nonaqueous phase liquid (NAPL) were examined when preferential dissolution pathways…”
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Genomic amplification of MET with boundaries within fragile site FRA7G and upregulation of MET pathways in esophageal adenocarcinoma by MILLER, C. T, LIN, L, BEER, D. G, CASPER, A. M, LIM, J, THOMAS, D. G, ORRINGER, M. B, CHANG, A. C, CHAMBERS, A. F, GIORDANO, T. J, GLOVER, T. W

“…Esophageal adenocarcinoma (EA) is characterized by a poor prognosis making the identification of clinically targetable proteins essential for improving patient…”
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Dense non-aqueous phase liquids at former manufactured gas plants: Challenges to modeling and remediation by Birak, P.S., Miller, C.T.

“…The remediation of dense non-aqueous phase liquids (DNAPLs) in porous media continues to be one of the most challenging problems facing environmental…”
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Modelling the fate of oxidisable organic contaminants in groundwater by Barry, D.A., Prommer, H., Miller, C.T., Engesgaard, P., Brun, A., Zheng, C.

“…Subsurface contamination by organic chemicals is a pervasive environmental problem, susceptible to remediation by natural or enhanced attenuation approaches or…”
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Pore-morphology-based simulation of drainage in totally wetting porous media by Hilpert, Markus, Miller, Cass T.

“…We develop and analyze a novel, quasi-static, pore-scale approach for modeling drainage in a porous medium system. The approach uses: (1) a synthetic,…”
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Comparison of derivative-free optimization methods for groundwater supply and hydraulic capture community problems by Fowler, K.R, Reese, J.P, Kees, C.E, Dennis, J.E. Jr, Kelley, C.T, Miller, C.T, Audet, C, Booker, A.J, Couture, G, Darwin, R.W

“…Management decisions involving groundwater supply and remediation often rely on optimization techniques to determine an effective strategy. We introduce…”
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Examination of Darcy's Law for Flow in Porous Media with Variable Porosity by Gray, W. G, Miller, C. T

“…Henry Darcy's experimental studies in 1856 of saturated water flow through a homogeneous porous medium contained in a vertical column have provided the basis…”
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An analysis of polynomial chaos approximations for modeling single-fluid-phase flow in porous medium systems by Rupert, C.P., Miller, C.T.

“…We examine a variety of polynomial-chaos-motivated approximations to a stochastic form of a steady state groundwater flow model. We consider approaches for…”
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Adaptive local discontinuous Galerkin approximation to Richards’ equation by Li, H., Farthing, M.W., Miller, C.T.

“…We propose a spatially and temporally adaptive solution to Richards’ equation based upon a local discontinuous Galerkin approximation in space and a…”
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Decreased myosin phosphatase target subunit 1(MYPT1) phosphorylation via attenuated rho kinase and zipper-interacting kinase activities in edematous intestinal smooth muscle by Chu, J., Miller, C. T., Kislitsyna, K., Laine, G. A., Stewart, R. H., Cox, C. S., Uray, K. S.

“…Background  Intestinal edema development after trauma resuscitation inhibits intestinal motility which results in ileus, preventing enteral feeding and…”
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Consistent thermodynamic formulations for multiscale hydrologic systems: Fluid pressures by Gray, W.G, Miller, C.T

“…Although averaging procedures to derive larger‐scale conservation equations from their microscopic counterparts have been examined and employed in a consistent…”
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Beyond Anisotropy: Examining Non-Darcy Flow in Asymmetric Porous Media by McClure, J. E., Gray, W. G., Miller, C. T.

“…Accepted theory for anisotropic flow in porous media establishes that the properties of a particular flow may depend upon the flow orientation, but generally…”
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A novel heterogeneous algorithm to simulate multiphase flow in porous media on multicore CPU–GPU systems by McClure, J.E., Prins, J.F., Miller, C.T.

“…Multiphase flow implementations of the lattice Boltzmann method (LBM) are widely applied to the study of porous medium systems. In this work, we construct a…”
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Influence of Water Uptake, Charge, Manning Parameter, and Contact Angle on Water and Salt Transport in Commercial Ion Exchange Membranes by Kingsbury, R. S, Bruning, K, Zhu, S, Flotron, S, Miller, C. T, Coronell, O

“…In electrochemical processes such as electrodialysis or redox flow batteries, where ion exchange membranes (IEMs) play a critical role in process performance,…”
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Nonhysteretic Capillary Pressure in Two‐Fluid Porous Medium Systems: Definition, Evaluation, Validation, and Dynamics by Miller, C. T., Bruning, K., Talbot, C. L., McClure, J. E., Gray, W. G.

“…A closure relation for capillary pressure plays an important role in the formulation of both traditional and evolving models of two‐fluid‐phase flow in porous…”
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Local discontinuous Galerkin approximations to Richards’ equation by Li, H., Farthing, M.W., Dawson, C.N., Miller, C.T.

“…We consider the numerical approximation to Richards’ equation because of its hydrological significance and intrinsic merit as a nonlinear parabolic model that…”
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