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<br /> <br />runoff volumes were determined for existing basin <br />conditions without ponding behind roadway and railroad <br />embankments. However, hydraulic analysis did account <br />for the impact of Dade Street, Highway 34 and 63, as <br />well as the the railroad with respect to the southern <br />basin. Table 1 contains a summary of 10- and 100-year <br />discharges and tributary areas at various points of <br />interest throughout the basins. Following is a summary <br />of the techniques and assumptions used to develop the <br />hydrology. Further information, calculations, and HEC-l <br />computer output may be found in the technical addendum. <br /> <br />Rainfall depths for the 10- and 100-year return <br />periods were obtained from the "Precipitation Frequency <br />Atlas of the Wester United States, Atlas 2, Volume II, <br />Colorado" (reference 1). The Colorado Urban Hydrograph <br />Procedure (reference 5) was used as a guide in <br />distributing the incremental rainfall values to obtain <br />10- and 100-year design storms. The six-hour design <br />storms used in the analysis are listed in Table 2. <br /> <br />The unit hydrograph option in the United States <br />Army Corps of Engineers' HEC-l Flood Hydrograph Package <br />(reference 3) was used to estimate peak flows and <br />runoff volumes. A unit hydrogrpah is defined as the <br />hydrograph resulting from a unit storm, that is, one <br />inch of direct runoff from the tributary area. <br />Implicit in unit hydrograph theory are the assumptions <br />that the unit hydrograph represents the integrated <br />effects of basin size, shape, channel routing effects, <br />and basin slopes. Normally, unit hydrographs are <br />developed on a basin-by-basin basis by analysis of <br />historic rainfall-runoff records. Where such records <br />are not available, a synthetic unit hydrograph may be <br />developed for the basin. For this study, the Snyder <br />unit hydrograph as modified by the Denver Regional <br />Council of Governments' Urban Drainage and Flood <br />Control District (UDFCD) was used (reference 5). The <br />Snyder unit hydrograph technique as modified by UDFCD <br />assumes that the unit hydrograph shape may be <br />determined by two coefficients, the peaking coefficient <br />Qp, and the time to peak coefficient tp. In turn, <br />these coefficients are assumed to be functions of basin <br />slope, area, and imperviOUS area. <br /> <br />5 <br /> <br />, <br />i <br />/ .1 <br />