2015
DOI: 10.1007/s10040-014-1223-0
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Top-down groundwater hydrograph time-series modeling for climate-pumping decomposition

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Cited by 27 publications
(45 citation statements)
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“…Below are details of additional settings: The two‐layer soil model with constrained soil evapotranspiration was used to produce a time series of free drainage from the deep layer. Pumping downscaling and estimation was undertaken using the calibration scheme outlined above and detailed in Figure S1. Convolution of the free drainage was done using the three‐parameter Pearson's HydroSight function. Convolution of the downscaled pumping at each production bore was done using the Ferris‐Knowles drawdown function (Ferris and Knowles ), which is an instantaneous form of the Theis equation. Following Shapoori et al (), Ferris‐Knowles was reformulated as an impulse response function for the drawdown per unit pumping volume: θFt=αtexpr2βt where r is the distance between the observation bore and the production bore and α and β are calibration parameters. Following Shapoori et al (), transmissivity ( T ) and storativity ( S ) were then estimated: T=14πα S=4italicTβ. …”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…Below are details of additional settings: The two‐layer soil model with constrained soil evapotranspiration was used to produce a time series of free drainage from the deep layer. Pumping downscaling and estimation was undertaken using the calibration scheme outlined above and detailed in Figure S1. Convolution of the free drainage was done using the three‐parameter Pearson's HydroSight function. Convolution of the downscaled pumping at each production bore was done using the Ferris‐Knowles drawdown function (Ferris and Knowles ), which is an instantaneous form of the Theis equation. Following Shapoori et al (), Ferris‐Knowles was reformulated as an impulse response function for the drawdown per unit pumping volume: θFt=αtexpr2βt where r is the distance between the observation bore and the production bore and α and β are calibration parameters. Following Shapoori et al (), transmissivity ( T ) and storativity ( S ) were then estimated: T=14πα S=4italicTβ. …”
Section: Methodsmentioning
confidence: 99%
“…It requires only existing data and is comparable to a very long‐term pumping test with multiple production bores, each having a differing and time‐varying extraction rate. When the complete history of groundwater usage is frequently metered (i.e., monthly), time‐series analysis allows the efficient estimation of aquifer properties and, when undertaken at many observation bores, a data‐driven estimation of aquifer heterogeneity (Shapoori et al ) and the cumulative impact of usage (Shapoori et al ). However, few regions have a complete and frequently metered record of groundwater usage and this inhibits estimation of the aquifer hydraulic properties from the groundwater hydrograph.…”
Section: Introductionmentioning
confidence: 99%
“…The basis of the approach is modeling of head time series using transfer function‐noise modeling with precipitation and evaporation as independent variables (Figure ). We use a setup that has proven itself in many practical applications (see e.g., Bakker et al ; Manzione et al ; Peterson and Western ; Shapoori et al ), consisting of: An impulse response function for precipitation which is used for convolution with the precipitation to give the transfer of the precipitation to its contribution to the piezometric head; An impulse response function for evaporation which is either a separately estimated function, or a factor times the function used for precipitation; A noise model with exponential decay. …”
Section: Methodsmentioning
confidence: 99%
“…The basis of the approach is modeling of head time series using transfer function-noise modeling with precipitation and evaporation as independent variables ( Figure 1). We use a setup that has proven itself in many practical applications (see e.g., Bakker et al 2007;Manzione et al 2010;Peterson and Western 2014;Shapoori et al 2015), consisting of:…”
Section: Transfer Function-noise Modelsmentioning
confidence: 99%
“…Consequently, the plan mechanisms designed to manage the system under stress were not enacted. The same management plan is perceived differently based on climatic conditions, because clearly, both climate and management influence head levels and the respective impacts influencing an aquifer are difficult to disentangle [ Shapoori et al ., ].…”
Section: Introductionmentioning
confidence: 99%