Estimating Groundwater Recharge Using the Oklahoma Mesonet

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Presentation transcript:

Estimating Groundwater Recharge Using the Oklahoma Mesonet Sam Wallace Undergraduate, OSU Dept. Environmental Science Dr. Tyson Ochsner Assistant Professor of Soil Physics, OSU Dept. Plant and Soil Sciences

Source: Oklahoma Water Atlas, 1983

Groundwater Monitoring USGS monitoring wells/streamflow gauges Real-time monitoring wells Daily groundwater monitoring Real-time stream flow gauges Water Table Fluctuation Method Water Budget Method

How does knowing what groundwater recharge was weeks or months ago help us here?

Groundwater Recharge Evaluation through Soil Moisture Established statewide monitoring network Long history of monitoring (since 1994) Soil moisture monitoring at 5, 25, and 60 cm

Our Study Five Mesonet stations: Acme, El Reno, Fittstown, Shawnee, Spencer Chosen for availability of both soil moisture sensors and groundwater wells.

Methods Mesonet temperature reference values converted to matric potential Soil hydraulic parameters calculated using ROSETTA Source: Illston et al., 2008

Methods Volumetric Water Content Effective Saturation Hydraulic Conductivity Buckingham-Darcy Equation Where: q= water flux- groundwater recharge K(Se)= hydraulic conductivity Se= water content h= matric potential z= depth θ(h) = volumetric water content θr = residual water content θs =saturated water content α = fitting parameter n = a measure of the pore-size distribution K0 = a fitting matching point at saturation L = empirical parameter

Results Table 1: Mean annual precipitation (P), drainage at 60 cm (D), and the ratio D/P for five Mesonet stations using data from 1999 through 2011. For comparison, prior estimates of the ratio of groundwater recharge (R) to P are also shown. Station Precip. (P) Drainage (D) D/P Aquifer Prior R/P Reference mm % Acme 768 77 10 Rush Springs Tanaka and Davis (1963) El Reno 817 42 5.1 N. Canadian 4.7 Daniel (1999) Fittstown 917 97 11 Arbuckle-Simpson 12-14 Fairchild et al. (1990) Christenson et al. (2011) Shawnee 864 28 3.2 Garber-Wellington 5-10 Wood and Burton (1968) Carr and Marcher (1977) Spencer 895 108 12 Mean 852 70 8.3 8.5

Results

Discussion Limitations in this new method Promising results No upward water flow Time lag varies with site, weather Promising results Comparable to historical averages Calculated drainage events correspond to observed water table rises As always, further research needed Does this method work in the extremes of the state? Mechanics of time lag Source: Wikimedia

Acknowledgements I would like to thank the following sponsors: Oklahoma State University Freshman Research Scholars Program Oklahoma State University Wentz Research Project EPA Greater Research Opportunities for Undergraduates Fellowship