Flow and transport in highly heterogeneous formations: 1. Conceptual framework and validity of first‐order approximations G Dagan, A Fiori, I Janković Water Resources Research 39 (9), 2003 | 125 | 2003 |
Flow and transport in highly heterogeneous formations: 3. Numerical simulations and comparison with theoretical results I Janković, A Fiori, G Dagan Water Resources Research 39 (9), 2003 | 109 | 2003 |
High-order line elements in modeling two-dimensional groundwater flow I Janković, R Barnes Journal of Hydrology 226 (3-4), 211-223, 1999 | 106 | 1999 |
Two-dimensional flow through large numbers of circular inhomogeneities R Barnes, I Janković Journal of Hydrology 226 (3-4), 204-210, 1999 | 97 | 1999 |
Effective conductivity of an isotropic heterogeneous medium of lognormal conductivity distribution I Jankovic, A Fiori, G Dagan Multiscale Modeling & Simulation 1 (1), 40-56, 2003 | 94 | 2003 |
Modeling flow and transport in highly heterogeneous three‐dimensional aquifers: Ergodicity, Gaussianity, and anomalous behavior—2. Approximate semianalytical solution A Fiori, I Janković, G Dagan Water Resources Research 42 (6), 2006 | 93 | 2006 |
Three-dimensional flow through large numbers of spheroidal inhomogeneities I Janković, R Barnes Journal of Hydrology 226 (3-4), 224-233, 1999 | 88 | 1999 |
On preferential flow, channeling and connectivity in heterogeneous porous formations A Fiori, I Jankovic Mathematical Geosciences 44, 133-145, 2012 | 83 | 2012 |
Flow and transport in highly heterogeneous formations: 2. Semianalytical results for isotropic media A Fiori, I Janković, G Dagan Water resources research 39 (9), 2003 | 79 | 2003 |
Upscaling of flow in heterogeneous porous formations: Critical examination and issues of principle G Dagan, A Fiori, I Jankovic Advances in water resources 51, 67-85, 2013 | 74 | 2013 |
Modeling flow and transport in highly heterogeneous three-dimensional aquifers: Ergodicity, Gaussianity, and anomalous behavior—1. Conceptual issues and numerical simulations I Jankovic, A Fiori, G Dagan Water Resour. Res 42 (6), W06D12, 2006 | 65 | 2006 |
The plume spreading in the MADE transport experiment: Could it be predicted by stochastic models? A Fiori, G Dagan, I Jankovic, A Zarlenga Water Resources Research 49 (5), 2497-2507, 2013 | 64 | 2013 |
High-order analytic elements in modeling groundwater flow I Jankovic University of Minnesota, 1997 | 57 | 1997 |
Ergodic transport through aquifers of non‐Gaussian log conductivity distribution and occurrence of anomalous behavior A Fiori, I Janković, G Dagan, V Cvetković Water resources research 43 (9), 2007 | 51 | 2007 |
When good statistical models of aquifer heterogeneity go right: The impact of aquifer permeability structures on 3D flow and transport I Jankovic, M Maghrebi, A Fiori, G Dagan Advances in water resources 100, 199-211, 2017 | 44 | 2017 |
Analysis of the impact of injection mode in transport through strongly heterogeneous aquifers I Janković, A Fiori Advances in Water Resources 33 (10), 1199-1205, 2010 | 42 | 2010 |
The superblock approach for the analytic element method ODL Strack, I Janković, R Barnes Journal of Hydrology 226 (3-4), 179-187, 1999 | 41 | 1999 |
Advective transport in heterogeneous aquifers: Are proxy models predictive? A Fiori, A Zarlenga, H Gotovac, I Jankovic, E Volpi, V Cvetkovic, G Dagan Water resources research 51 (12), 9577-9594, 2015 | 38 | 2015 |
The impact of local diffusion upon mass arrival of a passive solute in transport through three-dimensional highly heterogeneous aquifers A Fiori, I Jankovic, G Dagan Advances in Water Resources 34 (12), 1563-1573, 2011 | 38 | 2011 |
A multi-quadric area-sink for analytic element modeling of groundwater flow ODL Strack, I Janković Journal of Hydrology 226 (3-4), 188-196, 1999 | 38 | 1999 |