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Evaluation of Groundwater Flow Analysis Using Rainfall-Recharge Estimation Methods

  • Choi, Yun-Yeong (Department of Urban Environmental Engineering, Sangju National University) ;
  • Sim, Chang-Seok (Department of Urban Environmental Engineering, Sangju National University) ;
  • Bae, Sang-Keun (Department of Civil Engineering, Keimyung University)
  • Published : 2007.05.30

Abstract

This study used SCS-CN method to estimate the real recharge of the study area which is one of the most reasonable techniques to estimate groundwater recharge when there is no available runoff data in a watershed. From the results of tile real recharge analysis for the study area using SCS-CN method, it was analyzed that the year 1994 when the drought was severe shotted the lowest recharge of 106.3mm with recharge rate of 12.4%, and the highest recharge of 285.6mm with recharge rate of 21.8% occurred in 1990. Yearly average recharge of 213.2mm was obtained, and tile average recharge rate was 16.9%/year. KOG-FLOW model which has powerful post process functions consists of setting environments for input parameters in Korean language, and help function is added to each input data. Detailed information for each parameter is displayed when the icon is placed on the input parameters, and geologic boundaries or initial head data for each layer can be set easily on work sheet. The relative errors (R. E.) for each model's observed values and calculated values are $0.156{\sim}0.432$ in case of KOG-FLOW, and $0.451{\sim}1.175$ in case of WINFLOW, therefore it is known that KOG-FLOW model developed in this study produced results compared to observed head values.

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References

  1. Aron G., Miller A., Laktos D., 1977, Infiltration formular based on SCS curve numbers, Journal of Irr. and Drain, Div. ASCE, 103, 419-427
  2. Hjelmfelt A. T., 1980, Curve number procedures as infiltration method, Journal of Hydraulic Div. ASCE, 106, 1107-1111
  3. Scozzafava M., Tallini M., 2001, Net infiltration in the Gran Sasso Massif of central Italy using the Thornthwaite water budget and curve-number method, Hydrogeology Journal, 9, 461-475 https://doi.org/10.1007/s100400100151
  4. Choi B. S., 1998, A Study on the Estimation of Regional Groundwater Recharge Ratio, Journal of the Korean Society of Grundwater Environment, 5(2), 57-65.(ln Korean)
  5. Park J. S., 1999, Estimation Methods of Groundwater Recharge Rate in Small Basin, Journal of the Korean Society of Grundwater Environment, 6(2), 76-86.(ln Korean)
  6. Hubbert M. K., 1940, The Theory of Groundwater Motion, J. Geol., 4, 48-96
  7. Gupta S. K., Cole C. R., Pinder G. F., 1984, A finite element three dimensional groundwater model for a multiaquifer system, 20, 1215-1221
  8. McDonald M. G., Harbaugh A. W., 1988, A Modular Three-Dimensional Finite Difference Groundwater Flow Model, USGS Techniques of Water Resource Investigations, 6, 125-360
  9. Rumbaugh J. O., 1996, Two-Dimensional Groundwater Flow Model, Geraghty and Miller, Inc., 86pp
  10. Bear J., 1972, The Transition Zone between Fresh and Salt Waters in Coastal aquifers, Ph. D. Thesis, Univ. of California