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<br />The runoff <:oefficients presented in Table IV-l areapp1ieable for the initial <br />storm (i.e., lO-year storm, lOa-year storm). These coefficients are based on <br />the assumption that the design storm docs not occur when the ground surface <br />is frozen, covered by melting snuw or saturated by a previous storm. The <br />designer must exercise good judgement in estimating runoffcocffi cientsfor <br />those conditions as nc<:essary. <br /> <br />of all future drainage facility improvements. The Soil Conservation Service <br />analyzed historical Cripple Creek weather station precipitation data and <br />determined that the data was more appropriate than NOAA Atlas data and <br />therefore was used in their study. The SCS also selected their 24-hour Type <br />II rainfall distribution curve for use in their study. Based on the above <br />information, the la-year 24-hour point rainfall is 2.03 inches and the lOO-year <br />24-hour point rainfal1 is 3.93 inches. Using the 24-hour Type II rainfall <br />distribution curve, the one hour point rainfall for the IO-year and lOO-year <br />design storm events becomes 0.93 inches and 1.80 inches respectively. <br /> <br />3, <br /> <br />Frequency Factor <br /> <br />For storm cvents having a recurrence frequency greater than 10 years, the <br />effect of infiltration and other losses will be less, therefore the r ational <br />equation must he adjusted by a frequency factor. Freqllency factors, Cf, are <br />shown in Table IV-2. <br /> <br />TABLE IV.2 <br /> <br />i <br /> <br />Rainfall intensity, i, is the average rate of rainfall in inches per hour, for a <br />storm of a given duration equal to the estimated runoff time of concentration. <br />Intensity is selected on the basis of design frequency of exceedance, a <br />statistical parameter established by design criteria, and the storm rainfall <br />duration. For the RationalMethod,thecriticalrainfallintensityis arainfalJ <br />having a duration equal to the estimated runoff time of concentration for the <br />drainage basin bcing studied. <br /> <br />FREQUENCY FACTORS <br /> <br />Design Storm <br />Fre(jllencv <br /> <br />Frequency <br />Factor. C( <br /> <br />10 <br />25 <br />50 <br />1DO <br /> <br />1.0 <br />1.1 <br />1.2 <br />1.25 <br /> <br />One of the basic assumptions underlying the Rational Method of analysis is <br />that runoff is a function of the average rainfall ruteduring the time required <br />for water to flow from the most hydraulically remote point of the drainage <br />basin tu the design point under consideration. Runoff time of concentration <br />is usually estimated by calculating the travel time through the hasin. Overland <br />flow, sturm sewer and/or road gUller flow and channel fl()w are all typical <br />phases of flow commonly used in calculating travel time. <br /> <br />In no case shall the product C x 4 exceed 1.0. <br /> <br />4, <br /> <br />Rainfalllntensity <br /> <br />During preparation of the preliminary hydrology report, the Soil Conservation <br />Service developed rainfall data for use in developing their peak di scharge <br />rates. The rainfall data developed by the SCS has heen reviewed and used <br />in the development of this Drainage Master Plan and I'oill he used in design <br /> <br />The travel time for overland flow is the estimate in time required for flow to <br />lravel from the uppermost part of the drain.age hasin to a defined ch anndor <br />mlet of a local storm sewer system. Overland flow can he significant in small <br />basins because a significant portion of time of concentration is due to <br /> <br />lV.9 <br /> <br />lV.lO <br />