Abstract
Groundwater monitoring and water level predictions have been a challenging issue due to the complexity of groundwater movement. Simplified numerical simulation models have been used to represent the groundwater system; these models however only provide the conservative approximation of the system and may not always capture the local variations. Several other efforts such as coupling groundwater models with hydrological models and using geostatistical methods are being practiced to accurately predict the groundwater levels. In this study, we present a novel application of a geostatistical tool on residuals of the groundwater model. The kriging method was applied on the residuals of the numerical model (MODFLOW) generated by the TWDB (Texas Water Development Board) for the Edwards–Trinity (Plateau) aquifer. The study was done for the years 1995 through 2000 where 90% of the observation data was used for model simulation followed by cross-validation with the remaining 10% of the observations. The kriging method reduced the average absolute error of approximately 31 m (for MODFLOW simulation) to less than 5 m. Furthermore, the residuals’ average standard error was reduced from 9.7 to 4.7. This implies that the mean value of residuals over the entire period can be a good estimation for each year separately. The use of the kriging technique thus can provide improved monitoring of groundwater levels resulting in more accurate potentiometric surface maps.
Highlights
The exponential growth of population, rapid socio-economic development, increasing food demand, and changing climatic factors have led to a decline in both the quality and quantity of freshwater resources
The integrated approach used in this study satisfactorily described the general pattern of residuals generated by numerical model MODFLOW, thereby improving the prediction of the groundwater level at ungauged areas
The applied ordinary kriging in this study showed that the MODFLOW model’s residuals are locally correlated noises and can be estimated from their neighbors to some extent by using the spherical method as a correlation function
Summary
The exponential growth of population, rapid socio-economic development, increasing food demand, and changing climatic factors have led to a decline in both the quality and quantity of freshwater resources. The decreasing available resources have posed serious challenges in the agricultural sector with limited water available for irrigation. The reuse of wastewater in irrigation has been increasingly recognized as an essential, and economical strategy [1,2,3]. Only a small fraction of wastewater with less than 6% in the US [4] and less than 3% globally [5] is reclaimed; and the irrigation largely relies on groundwater sources. Groundwater is one of the primary sustainable water resources, especially during the high demand seasons, due to its lower susceptibility to sudden changes. About 70% of groundwater withdrawal worldwide is used for agriculture while irrigating nearly 38% of irrigated lands [6]. Nearly 50% of irrigated lands in the United States are based on groundwater sources [6]
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