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TAB 17 <br />PROBABLE HYDROLOGIC CONSEWENCES <br />Ground Water <br />Introduction. This Tab contains a discussion of the probable hydrologic consequences of <br />the Seneca II-W mining plan on the quality and quantity of surface and ground water for <br />the proposed permit and adjacent areas. The significance of each impact or potential <br />impact was determined. The determination of significance has been made considering the <br />impact of a probable hydrologic consequence on the quality of the human environment, <br />existing water uses, and the intended pos training land use of the area. <br />C round Water Inflows to Pits and Drawdowns. <br />Introduction. This section describes the methods and results used to determine the <br />probable hydrologic consequences of mining in the Seneca II-W mining area to ground water <br />• quantity. In order to make the impact assessments, two different analysis techniques were <br />employed. First, pit inflow volumes were determined on an annual basis using an <br />analytical approach developed by McWhorter (1982). The second analysis determined annual <br />d rawdowns in the adjacent overburden and coal aquifers due to pit inflows using the <br />Theis equation. It should be noted at this point that due to low Overburden and Wadge <br />Coal hydraulic conductivities, only small inflows will occur and the use of more <br />sophisticated analytical techniques (e.g., digital models) is not warranted. <br />McWhorter Analysis for Calculating Pit Inflows. The following is a discussion of the <br />assumptions and input data used in performing the McWhorter pit inflow analysis. Mining <br />is projected to intercept both the overburden and Wadge Coal aquifers. Poten ti ometric <br />surface contours for each aquifer were drawn on mine plan maps (scale: 1"=400') showing <br />areas to be mined each year. Since the north and south mining areas have different <br />hydrologic properties, these areas were analyzed separately. Using a digitizer, saturated <br />and unsaturated areas for each aquifer were determined by year. The saturated thickness <br />for the overburden was calculated using a contour map of the top of the Wadge Coal and <br />potentiometric contours for the overburden aquifer. The Wadge Coal's saturated thickness <br />was set at the average coal seam thickness of 12 feet, rvhich is relatively consistent for <br />the area. Potentiometric contours for the Wadge Coal were used to determine the pressure <br />head above this confined aquifer. <br />1 <br />