Titlebook: Resource Recovery, Confinement, and Remediation of Environmental Hazards; John Chadam,Al Cunningham (CBE Industry/Education Conference pr

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Upscaling of Biological Processes and Multiphase Flow in Highly Heterogeneous Media simulate the multiphase flow of fluids through highly heterogeneous media. The fine-scale interfacial interactions greatly influence flow properties particularly in the presence of bioprocesses; these effects must be upscaled through many scales of heterogeneities in the subsurface lithologies. Lar

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Foamy Oil Flow in Porous Mediagas drive. These oils not only stabilize foam, but also stabilize dispersion of gas bubbles at lower volume ratios. The way this phenomenon is related to the chemistry of the oil and its viscosity is presently not understood. We present here a mathematical model of reservoir flow of foamy oil which

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Diffusion in Deformable Median poroelasticity. Existence, uniqueness and regularity theory is developed for the quasi-static case as an application of the theory of linear degenerate evolution equations in Hilbert space, and this leads to a precise description of the dynamics of the system. Current work on the foundations of th

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Coal Tar Contamination: Bioremediation and Bioavailabilityn the laboratory are important tools for assessing the efficacy of bioremediation. Biotransformation rates obtained from microscale laboratory experiments are typically not commensurate with rates obtained from field-scale bioremediation systems. Generally, field scale biotransformation rates are an

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The Local Discontinuous Galerkin Method for Advection-Diffusion Equations Arising in Groundwater andCockburn and Shu [16] . This method is defined locally over each element, allows for the use of different approximating polynomials in different elements, and allows for nonconforming elements. Upwinding is built into the method for stability in advection-dominated cases. The method is also locally

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