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<br />FINAL REPORT, November 2003 <br />High-flow Requirements for the Duchesne River <br /> <br />Multiplication by the number of seconds in a day converts fe Is-days to water volume in cubic <br />feet. Flood frequencies and the magnitude of floods of specific recurrence intervals were <br />calculated for several time intervals by fitting the plotting positions of annual maximum daily <br />peaks to a log Pearson Type III distribution. Maximum daily peaks were chosen for this <br />analysis, because instantaneous peak data cannot be computed for the synthetic portion of the <br />record prior to 1943. Average hydrographs for specific time intervals consist of the average of <br />all daily mean discharge records within the interval for each day of the water year. All records <br />for February 29 were removed from the time series before construction of average hydrographs. <br /> <br />Suspended-Sediment Transport <br /> <br />The USGS measured suspended-sediment concentrations in the Duchesne River at the <br />gaging station near Randlett on an approximately montWy basis between July 1975 and March <br />1989. We analyzed these 136 concentration measurements to produce sediment-rating relations <br />for estimating suspended-sediment discharge in the Duchesne River. Measurements were sorted <br />into high flow and base flow classes. Base-flow measurements for this analysis were defmed as <br />all concentration measurements taken at times when discharge was less than 600 fe/so <br />Measurements below this threshold exhibit no discernable relationship between concentration <br />and discharge (Figure 5). Discharge events greater than 600 fe Is generally occurred during the <br />snowmelt runoff season, and were separated into rising and falling limb flows according to <br />whether they occurred before or after that year's peak: date. Discharges greater than 600 ft3 Is <br />were recorded during fall and winter months on four occasions and were excluded from <br />subsequent high- flow analysis. Suspended-sediment measurements taken on the rising limb and <br />falling limbs of the annual spring peak showed distinct relationships between concentration and <br />discharge (Figure 5). Ratings relations were developed as follows: <br /> <br />C=C _ Cmx-Cmn <br />mx 1 + exp [k s (Q - Q *) ] <br /> <br />(1) <br /> <br />where Q is discharge in cubic meters per second, Cmx is a maximum concentration occurring at <br />large discharge, Cmn is the average concentration at base discharge, ks scales the discharge range <br />over which the transition from Cmn to Cmx occurs, and Q* is the midpoint of that range in cubic <br />meters per second. Equations of this form were fit by eye to base-flow plus rising limb data and <br /> <br />11 <br />