Analytic element modeling of groundwater flow HM Haitjema Elsevier, 1995 | 565 | 1995 |
Are water tables a subdued replica of the topography? HM Haitjema, S Mitchell‐Bruker Groundwater 43 (6), 781-786, 2005 | 428 | 2005 |
On the residence time distribution in idealized groundwatersheds HM Haitjema Journal of Hydrology 172 (1-4), 127-146, 1995 | 157 | 1995 |
Modeling double aquifer flow using a comprehensive potential and distributed singularities: 1. Solution for homogeneous permeability ODL Strack, HM Haitjema Water Resources Research 17 (5), 1535-1549, 1981 | 138 | 1981 |
Simulating ground water‐lake interactions: Approaches and insights RJ Hunt, HM Haitjema, JT Krohelski, DT Feinstein Groundwater 41 (2), 227-237, 2003 | 114 | 2003 |
The role of hand calculations in ground water flow modeling H Haitjema Groundwater 44 (6), 786-791, 2006 | 101 | 2006 |
Selecting MODFLOW cell sizes for accurate flow fields H Haitjema, V Kelson, W de Lange Groundwater 39 (6), 931-938, 2001 | 85 | 2001 |
Modeling three‐dimensional flow in confined aquifers by superposition of both two‐and three‐dimensional analytic functions HM Haitjema Water Resources Research 21 (10), 1557-1566, 1985 | 79 | 1985 |
Numerical experiments on the residence time distributions of heterogeneous groundwatersheds KH Luther, HM Haitjema Journal of Hydrology 207 (1-2), 1-17, 1998 | 60 | 1998 |
Comparing a three-dimensional and a Dupuit-Forchheimer solution for a circular recharge area in a confined aquifer HM Haitjema Journal of Hydrology 91 (1-2), 83-101, 1987 | 54 | 1987 |
Improving a regional model using reduced complexity and parameter estimation VA Kelson, RJ Hunt, HM Haitjema Groundwater 40 (2), 132-143, 2002 | 50 | 2002 |
On using simple time‐of‐travel capture zone delineation methods A Ceric, H Haitjema Groundwater 43 (3), 408-412, 2005 | 44 | 2005 |
Modeling steady state conjunctive groundwater and surface water flow with analytic elements S Mitchell‐Bruker, HM Haitjema Water Resources Research 32 (9), 2725-2732, 1996 | 39 | 1996 |
A new analytic function for modeling partially penetrating wells HM Haitjema, SR Kraemer Water Resources Research 24 (5), 683-690, 1988 | 36 | 1988 |
Modeling flow into horizontal wells in a Dupuit‐Forchheimer model H Haitjema, S Kuzin, V Kelson, D Abrams Groundwater 48 (6), 878-883, 2010 | 35 | 2010 |
An analytic element solution to unconfined flow near partially penetrating wells K Luther, HM Haitjema Journal of Hydrology 226 (3-4), 197-203, 1999 | 35 | 1999 |
Approximate analytic solutions to 3D unconfined groundwater flow within regional 2D models K Luther, HM Haitjema Journal of Hydrology 229 (3-4), 101-117, 2000 | 31 | 2000 |
Working with WhAEM2000 capture zone delineation for a city wellfield in a valley fill glacial outwash aquifer supporting wellhead protection SR Kraemer, HM Haitjema, VA Kelson Office of Research and Development US Environmental Protection Agency …, 2007 | 29 | 2007 |
A low‐dimensional hillslope‐based catchment model for layered groundwater flow S Broda, M Larocque, C Paniconi, H Haitjema Hydrological Processes 26 (18), 2814-2826, 2012 | 28 | 2012 |
Simulation of water‐table aquifers using specified saturated thickness RA Sheets, MC Hill, HM Haitjema, AM Provost, JP Masterson Groundwater 53 (1), 151-157, 2015 | 26 | 2015 |