HR: 0800h
AN: H11F-0345 [Abstracts]
TI: Storage-Dependent Drainable Porosity Implemented in the Hillslope-Storage Boussinesq Model: An
application to Field Data From a Site in Northern Idaho, USA.
AU: * Hilberts, A
EM: arno.hilberts@wur.nl
AF: Hydrology and Quantative Water Management Group
Wageningen University, Nieuwe Kanaal 11, Wageningen, 6709 PA
Netherlands
AU: Troch, P
EM: peter.troch@wur.nl
AF: Hydrology and Quantative Water Management Group
Wageningen University, Nieuwe Kanaal 11, Wageningen, 6709 PA
Netherlands
AU: Boll, J
EM: jboll@uidaho.edu
AF: Department of Biological and Agricultural Engineering
University of Idaho, Moscow Campus-JML 81B
, Moscow, Id 83844-2060
United States
AU: Brooks, E
EM: broo2789@uidaho.edu
AF: Department of Biological and Agricultural Engineering
University of Idaho, Moscow Campus-JML 81B
, Moscow, Id 83844-2060
United States
AB:
Specific yield is a parameter used to quantify the available amount of water for drainage. The instantaneous release of water
from the aquifer during drainage however is determined by a related parameter, viz drainable porosity. In this work we
present an analytical expression for drainable porosity as a function of water table depth and soil hydraulic parameters.
This expression allows us to extend the hillslope-storage Boussinesq equation, recently introduced by the authors, to account
for some of the effects of the unsaturated zone on dynamic hydrological behavior during free drainage from complex
hillslopes.
The concept of a storage-dependent drainable porosity is evaluated by comparing simulation results to field data, which were
obtained from a site in Troy, Idaho, where a shallow silt loam soil layer is overlying a fragipan. Evaluation of the model
is based on measurements of water table height, soil moisture and outflow. The field site is characterized by the influence
of macropores, a decreasing saturated hydraulic conductivity with depth, and a small drainable porosity. Modeling of these
data involved making the saturated hydraulic conductivity a function of the depth to the water table, and allowing for
variable precipitation inputs.
DE: 1719 Hydrology
DE: 1829 Groundwater hydrology
DE: 1832 Groundwater transport
DE: 1860 Runoff and streamflow
SC: Hydrology [H]
MN: 2004 AGU Fall Meeting