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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 />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br />I <br /> <br />incorporating 33 years of continuous data, historical data (Le. estimated <br />information from outside of the gage period of record) was not used. An <br />estimated Q100 discharge of 1,810 cfs was calculated at the Manitou Gage. This <br />value was then compared to the flow given when the estimated 1935 flood of 5,000 <br />cfs was entered into the analysis as an historical flow. The inclusion of the <br />1935 flood as an historical flow increases the 10- and 100-year flow by almost <br />72 percent (to 3,180 cfs for the 100-year event). Therefore, care must be taken <br />when using historical data with the Log-Pearson Type III procedure with an <br />understanding that with large estimated historical values, the magnitude of flood <br />flows can be greatly increased. Time and date of occurrences, locations, gage <br />flow data, source of estimate, and how the estimate was arrived at are some items <br />that must be analyzed in an effort to determine the validity of the historical <br />flow estimate. In this instance, inclusion of the 1935 flood estimate value was <br />accomplished because it was felt that accuracy was added to the statistical <br />analysis. <br /> <br />Studies by Ott and Nasseri indicate that 80 percent of the estimates of the 100- <br />year flood based on 20-years of record will be too high and that 45 percent of <br />the overestimates will exceed 30 percent. Table 4.6-2 lists a recommended length <br />of record in years required to estimate floods of various probabilities with a <br />95 percent confidence (Kinsley, Kohler, Paulus 1985). <br /> <br />4 <br /> <br />TABLE 4-6.2 <br />ACCEPTABLE DESIGN PROBABILITY ERROR FOR STREAM GAGE RECORDS <br /> <br />Design Acceptable Error <br />Probabil itv 10% 25% <br />0.1 (la-year) 90 18 <br />0.02 (50-year) 110 39 <br />0.01 (100-year) 115 48 <br /> <br />The Tejon and Security Gages were evaluated statistically in the same manner as <br />the Manitou Gage and the results of these analyses are presented in Table 4.6-3 <br />and 4.6-4, respectively. It is significant to note that no estimated flow for <br />the 1935 flood is available for the Security Gage, however, the 1965 flood was <br />handled alternatively as a high outlier. <br /> <br />4.7 DESIGN STORM HYDROLOGIC ANALYSIS <br /> <br />HYdroloQic Parameters and Model;nq <br /> <br />The second of these hydrologic procedures is a design storm method which uses <br />rainfall to produce runoff utilizing knowledge of the basins physical <br />characteristics. <br /> <br />4.0-7 <br />