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<br />001246 <br /> <br />9 <br /> <br />K = S_ <br />- Q - <br /> <br />-~ <br />dQ <br />dt <br /> <br />The value of <br /> <br />K was found from a semi-log graph of the recession side <br /> <br />of a hydrograph using the relationship: <br /> <br />K - - <br /> <br />t - t <br />o <br />1nQt - 1nQt <br /> <br />Kavvas (1972) found that the Clark method produced a reasonable <br /> <br /> <br />unit hydrograph from observed floods on small watersheds. (See Fig. 2 <br /> <br /> <br />for an example). It was also found that an observed hydrograph from <br /> <br />the experimental watershed could be reproduced using the Clark time-area <br /> <br />method. <br /> <br />CONCLUSIONS <br /> <br />This investigation has shown that the hydrograph of runoff could <br /> <br /> <br />be computed for a relatively simple watershed by method based on the <br /> <br /> <br />Kinematic Wave Theory (Woo1hiser et al, 1971), The uncertainty in <br /> <br />applying this procedure is associated with the selection of the flow <br /> <br /> <br />regime and the selection of the appropriate friction factor (Schulz and <br /> <br />Fawkes, 1972). <br /> <br />For a large diverse natural watershed, the synthetic unit hydro- <br /> <br />graph can be used for obtaining a flood hydrograph. (Schulz et a1, 1971). <br /> <br />When radical changes take place in the watershed, changes in the unit <br /> <br /> <br />hydrograph can be predicted using estimates of the response time in the <br /> <br />altered watershed. (Van Sickle, 1962 and Moore and Morgan, 1969). <br /> <br /> <br />The CSU Experimental Rainfall-Runoff Facility can be used to study <br /> <br /> <br />intimate details of the hydraulics of the overland flow (Correia, 1972 <br /> <br />and Fawkes, 1972). <br />