Joseph Koebbe
Affiliations: | Mathematics and Statistics | Utah State University, Logan, UT, United States |
Area:
Applied MathematicsGoogle:
"Joseph Koebbe"Parents
Sign in to add mentor| Richard Ewing | grad student | 1988 | University of Wyoming | |
| (Numerical Schemes for the Immiscible Displacement Equations Using a General Polynomial Framework for the Saturation and Mixed Finite Element Methods for the Pressure/Velocity) | ||||
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Publications
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| Amaziane B, Hontans T, Koebbe JV. (2001) Equivalent permeability and simulation of two-phase flow in heterogeneous porous media Computational Geosciences. 5: 279-300 |
| Bourgeat A, Koebbe J. (1996) Minimization of grid orientation effects in simulation of oil recovery processes through use of an unsplit higher order scheme Numerical Methods For Partial Differential Equations. 12: 161-169 |
| Coray C, Koebbe J. (1993) Accuracy optimized methods for constrained numerical solutions of hyperbolic conservation laws Journal of Computational Physics. 109: 115-132 |
| Hestir K, Koebbe J. (1992) Inverse modeling using simulated annealing with homogenization Finite Elements in Water Resources, Proceedings of the International Conference. 1: 421-428 |
| Amaziane B, Bourgeat A, Koebbe J. (1991) Numerical simulation and homogenization of two-phase flow in heterogeneous porous media Transport in Porous Media. 6: 519-547 |
| Ewing RE, Koebbe JV. (1986) Finite element techniques for reservoir simulation |
| Ewing RE, Koebbe JV, Gonzalez R, et al. (1985) MIXED FINITE ELEMENT METHODS FOR ACCURATE FLUID VELOCITIES Finite Elements in Fluids. 6: 233-249 |
| Allen MB, Ewing RE, Koebbe JV. (1985) MIXED FINITE-ELEMENT METHODS FOR COMPUTING GROUNDWATER VELOCITIES . 609-614 |