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• drawdown calculations a transmissivity of 19,000 gpd/ft was used <br />as a compromise between these two measured transmissivities. <br />Because of the bedrock encountered beneath the aquifer and the <br />clay above the aquifer, equations for unsteady-state radial flow <br />in isotropic nonleaky aquifers with fully penetrating wells and <br />constant-discharge conditions were used for drawdown calculations <br />(Walton, 1970). The equation was <br />r <br />sl _ s2 = 527.78 log r2 C1) <br />1 <br />where sl and s2 are drawdown at wells 1 and 2 respectively (feet), <br />Q is the pumping rate (gpm), T is the transmissivity (gpd/ft), <br />and rl and r2 are the distances (feet) from the center of the <br />• pumped well to wells 1 and 2 respectively. Because of the proximity <br />of the wells to the White River, the river was considered to be a <br />line source and was treated as such by using the technique of <br />image wells outlined by Walton (1970). The resultant lines of <br />constant long-term drawdown caused by pumping all six of the <br />proposed wells simultaneously were determined by superimposing <br />the cones of depression for each individual well and adjusting <br />for the image wells. The resulting lines of constant longterm <br />drawdown are shown in Map 102. The estimated drawdown shown in <br />Map 102 probably overestimates the actual drawdown that will be <br />experienced because six wells producing 125 gpm would yield 750 gpm, <br />but actual peak useage is expected to be only 601 gpm. As shown <br />in Map 102, the large portion of the drawdown occurs within the <br />• mine permit area. Presently cultivated lands will be unaffected <br />4/81 II.D-23 <br />