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Filtering by: Academic Affiliation Mathematics Creator Umhoefer, Joseph G. License All rights reserved

Modeling Flow and Transport at Pore Scale with Obstructions

Creator:

Umhoefer, Joseph G.

Abstract:

In this thesis we study mathematical and computational models for phenomena of flow and transport in porous media in the presence of changing pore scale geometries. The differential equations for the flow and transport models at Darcy scale involve the coefficients of permeability, porosity, and tortuosity which depend on the...

Resource Type:

Dissertation
Interpolation Schemes for Two Dimensional Flow with Applications

Creator:

Umhoefer, Joseph G.

Abstract:

In this thesis we study a numerical analysis problem motivated by the need to simulate an event such as an oil spill in a deep water environment. Numerical simulation can help to mitigate the disastrous effects of such events by aiding the management of risk assessment and recovery efforts. However,...

Resource Type:

Masters Thesis