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<br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />For these values, la = 0.4", S = 2, and the related curve number is 83. <br /> <br />For comparison, we computed the CN by taking the BFITA qp = 484*A*Q/Tp, and <br />computing Q, then S, and eN for each watershed. For Chase, the CN from BFIT A qp <br />values is 78, <br /> <br />We would expect the CN values to be closer, so it is likely that there are other <br />adjustments made in the peak q determination. From this information it appears that the <br />CN used was somewhere in the range of 78 to 83. If other adjustments were made th.at <br />would impact the watershed variables such as time to peak or drainage area, then the CN <br />values could be outside of the range observed here. <br /> <br />Grel!orv Gulch <br /> <br />Similar to Chase Gulch, the Gregory Gulch 100-year 6-hour hydrograph and hyetograph <br />are shown on page 2-8 ofBFITA. The drainage area from page 2-6 is 3.47 square miles. <br />The peak runoff value is 1,240 cfs. The runoff starts at hour 3 of the storm where 0.35" <br />oftotal rainfall is shown, so Ia = 0.35". <br /> <br />For these values, Ia = 0.35", S = 1,75, and the related curve number is 85. <br /> <br />For comparison, we computed the CN by taking the BFITA qp = 484*A*Qrrp, and <br />computing Q, then S, and CN for each watershed. For Gregory Gulch the eN from <br />BFIT A qp values is 8 L <br /> <br /> <br />Again, we would expect the CN values to be closer, so it is likely that there are other <br />adjustments made in the peak q determination. From this information it appears that the <br />CN used was somewhere in the range of 81 to 85. If other adjustments were made that <br />would impact the watershed variables such as time to peak or drainage area, then the CN <br />values could be outside of the range observed here. <br /> <br />For Gregory Gulch, the triangular hydrograph for time = 3 hours was checked. Reading <br />the peak q = 700 cfs from the plotted triangle, area A = 3.47 sq. mi., and Tp = 0.68 hours <br />from the triangle, incremental Q, runoff inches = 0.283". The incremental rainfall for <br />that period was 1.16 inches. From NEH 4, figure 10,1, the intersection of the rainfall and <br />runoff occurs at CN 85. So the triangular hydrograph was definitely developed with this <br />curve number. Graphically summing the triangular hydro graphs yields a value for the <br />I DO-year peak flow between the curves shown on the plotted hydro graph. It appears that <br />either plotting errors occurred or adjustments were made and reflected in the plotted <br />hydro graph for the IOO-year flows, but not in the triangular hydrographs. From the <br />available information we cannot determine which of these impacts may have occurred. <br />