Authors:
ARBOGAST T
DAWSON CN
KEENAN PT
WHEELER MF
YOTOV I
Citation: T. Arbogast et al., ENHANCED CELL-CENTERED FINITE-DIFFERENCES FOR ELLIPTIC-EQUATIONS ON GENERAL GEOMETRY, SIAM journal on scientific computing, 19(2), 1998, pp. 404-425
Citation: T. Arbogast et I. Yotov, A NON-MORTAR MIXED FINITE-ELEMENT METHOD FOR ELLIPTIC PROBLEMS ON NONMATCHING MULTIBLOCK GRIDS, Computer methods in applied mechanics and engineering, 149(1-4), 1997, pp. 255-265
Citation: T. Arbogast et al., MIXED FINITE-ELEMENTS FOR ELLIPTIC PROBLEMS WITH TENSOR COEFFICIENTS AS CELL-CENTERED FINITE-DIFFERENCES, SIAM journal on numerical analysis, 34(2), 1997, pp. 828-852
Authors:
MACK D
NISHIMURA K
DENNEHEY BK
ARBOGAST T
PARKINSON J
TOHE A
PRINGLE JR
BENDER A
MATSUI Y
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Citation: T. Arbogast et al., A NONLINEAR MIXED FINITE-ELEMENT METHOD FOR A DEGENERATE PARABOLIC EQUATION ARISING IN FLOW IN POROUS-MEDIA, SIAM journal on numerical analysis, 33(4), 1996, pp. 1669-1687
Citation: T. Arbogast et Mf. Wheeler, A CHARACTERISTICS-MIXED FINITE-ELEMENT METHOD FOR ADVECTION-DOMINATEDTRANSPORT PROBLEMS, SIAM journal on numerical analysis, 32(2), 1995, pp. 404-424
Citation: T. Arbogast et Zx. Chen, ON THE IMPLEMENTATION OF MIXED METHODS AS NONCONFORMING METHODS FOR 2ND-ORDER ELLIPTIC PROBLEMS, Mathematics of computation, 64(211), 1995, pp. 943-972
Citation: T. Arbogast, GRAVITATIONAL FORCES IN DUAL-POROSITY SYSTEMS .1. MODEL DERIVATION BYHOMOGENIZATION, Transport in porous media, 13(2), 1993, pp. 179-203
Citation: T. Arbogast, GRAVITATIONAL FORCES IN DUAL-POROSITY SYSTEMS .2. COMPUTATIONAL VALIDATION OF THE HOMOGENIZED MODEL, Transport in porous media, 13(2), 1993, pp. 205-220
Citation: T. Arbogast et al., NUMERICAL-METHODS FOR THE SIMULATION OF FLOW IN ROOT-SOIL SYSTEMS, SIAM journal on numerical analysis, 30(6), 1993, pp. 1677-1702