2011
DOI: 10.1111/j.1745-6584.2011.00898.x
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Simple Automatic Time‐Stepping for Improved Simulation of Groundwater Hydrographs

Abstract: An automatic time-stepping algorithm is presented, based on the intensity of driving groundwater recharge, that improves the simulation of groundwater level fluctuations in regional models while maintaining model run-times. The algorithm is implemented in the ZOOMQ3D finite difference groundwater flow code and controls the discretization of time using two user-defined criteria: a maximum time-step length and a maximum recharge per time-step. Daily recharge is accumulated in time until either of these criteria … Show more

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Cited by 8 publications
(6 citation statements)
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“…This was set to 4000 m day −1 , such that with a fracture porosity of 1 % the bulk saturated hydraulic conductivity of the rock would be 40 m day −1 . This magnitude is consistent with the saturated hydraulic conductivity used in a previous groundwater model developed for the area (discussed in Parker, 2011;Jackson, 2011;Jackson et al, 2011;Jones et al, 2012). …”
Section: Hydraulic Propertiessupporting
confidence: 87%
“…This was set to 4000 m day −1 , such that with a fracture porosity of 1 % the bulk saturated hydraulic conductivity of the rock would be 40 m day −1 . This magnitude is consistent with the saturated hydraulic conductivity used in a previous groundwater model developed for the area (discussed in Parker, 2011;Jackson, 2011;Jackson et al, 2011;Jones et al, 2012). …”
Section: Hydraulic Propertiessupporting
confidence: 87%
“…Figure 7 illustrates simulated water levels at four selected boreholes for September 2000-August 2001 representing an unusually wet year leading to a groundwater flooding in the area. Similar to the results from Jackson (2012), who considered the same period and boreholes, water levels are mainly overestimated at the Marsh Benham and Bradley Wood boreholes. Moreover, the modelled response at Marsh Benham and Bradley Wood is more attenuated than the observed response.…”
Section: Spatial Redistribution Over the Groundwater And Surface-watesupporting
confidence: 84%
“…1). Groundwater levels at the same observational boreholes were previously examined by Jackson (2012), who used a conceptual model to estimate recharge rates to groundwater.…”
Section: Case Study Data Setsmentioning
confidence: 99%
“…If there is no convergence in the numerical calculation of the previous incremental step, the ATS method will continue to reduce the size of the incremental step until the iteration convergence. If the convergence is calculated in the previous incremental step, the ATS method will continue to increase the size of the incremental step 36,37 …”
Section: The Numerical Methodsmentioning
confidence: 99%