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• using the following equations. <br /> ~ <br /> r = ( wet aree) <br />(Equation 1) Calculates radius of circle (cell) equal to maximum <br /> R <br /> wet pit are a. <br /> w(u) = 4 Ts (Equation 2) Calculates a u value for Equation 3. o set equal <br /> 0 <br /> to average daily pit inflow rate. <br /> S = 4Tut (Equation 3) Calculates a value for storage coefficient that will <br /> z <br /> r result in t he maximum drawdown (saturated thickness <br /> at distance r) in the number of days in water for a <br /> given year <br /> w(u) = 4T(TS (Equation 4) Calculates w(u) and u for 1 and 5-foot draudouns. <br /> 0 <br /> ~ <br /> r = LTtu <br />(Equation 5) Calculates the distance to the 1 and 5-foot <br /> ( S ) <br />• draudouns. <br /> where: <br /> 2 <br /> T = Transmissivity in ft /day; <br /> 3 <br /> 0 = Net inflow in ft /day; <br /> s = Dra wdown in ft; <br /> w(u) = The well function of u; <br /> S = Storage coefficient (dimensionless); <br /> t = Time since discharge began in days; <br /> r = Radius to drawdoun in fi. <br />All calculations for one and five-foot dra wdown contour distances using the above <br />equations are presented in Attachment 17-3. The summarized results of the drawdown <br />calculations are shown in Table 17-6. The largest estimated radial distance will occur in <br />the cadge overburden aquifer where a one-foot drawdown is predicted to occur 564 feet from <br />the mined area after 13 years of pi[ inflows. One-foot drawdown radial distances are <br />shown on Exhibit 17-1. Since the wedge and wolf Creek overburden and wedge and wolf Creek <br />coal units crop out towards the center of the anticline end to the south, there will be no <br />• draudouns as a result of pit inflows in this direction. <br />11 Revised 03/24/95 <br />