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Last modified
1/25/2010 7:12:56 PM
Creation date
10/5/2006 3:14:45 AM
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Floodplain Documents
County
Statewide
Basin
Statewide
Title
Nationwide Summary of US Geological Survey Regional Regression Equations for Estimating Magnitude and Frequency of Floods or Ungaged Ssites 1993
Date
1/1/1993
Prepared By
USGS
Floodplain - Doc Type
Educational/Technical/Reference Information
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<br />0.23. Some sites in the testing had 500-year peak dis- <br />charges which exceeded the maximum envelope values <br />in Arizona, Oklahoma, and Utah. Consequently, the <br />user must be aware that some T-year peak discharge <br />estimates may exceed the maximum flood envelope <br />value for that site. Careful attention should be given to <br />determining in which maximum flood region a basin is <br />located (Crippen, 1982). <br />The same procedures were used in comparing <br />500-year estimates to the Crippen and Bue maximum <br />envelope value for States without 500-year equations. <br />The mean ratio of extrapolated 500-year peak dis- <br />charges to the Crippen and Bue maximum envelope <br />values was 0,17, Some sites in the testing had 500-year <br />peak discharges which exceeded the maximum enve- <br />lope values in Arkansas, Connecticut, Kentucky, <br />Nebraska, New Mexico, New York, South Dakota, <br />Tennessee, and Texas. Again, the user must be aware <br />that some T-year peak discharge estimates may exceed <br />the computed maximum flood envelope value for that <br />site. <br /> <br />The mean standardized skew residual for the <br />sites with 500-year equations was 0.155 with values <br />ranging from 6.46 to -1.93. The mean of the RMS devi- <br />ations of the log residuals of the Stale equation T-year <br />peaks from the smooth log-Pearson Type III curve was <br />0.00437 with values ranging from 0.0389 to 0.0001, <br />while the mean of the smooth-curve RMS deviations <br />was 0.3667 with a maximum of 0.97 and a minimum of <br />0.11. <br /> <br />The mean standardized skew residual for the <br />sites without 500-year equations was 0.104 with values <br />ranging from 10,1 to -2.57. The mean of the RMS devi- <br />ations of the log residuals of the Stale equation T-year <br />peaks from the smooth log-Pearson Type III curve was <br />0.00565 with values ranging from 0.0623 to -0.0099 <br />while the mean of the smooth-curve RMS deviations <br />was 0.33 with a maximum of 1.39 and a minimum of <br />0.06. <br /> <br />Results of the testing indicated that the frequency <br />curves generally fit a log-Pearson Type III distribution <br />by virtue of the small RMS deviations of the log resid- <br />uals of State equation T-year peak discharges from the <br />smooth fitted log-Pearson Type ill curve. The low skew <br />errors suggest that the skew coefficients, computed <br />from the frequency curves by NFF, are very similar to <br />the generalized skew coefficients computed for the <br />United States (Interagency Advisory Committee on <br />Water Data, 1982). <br /> <br />I <br />\ <br /> <br />Extrapolation Testing for the SOO-Year Flood <br /> <br />Estimates of 500-year peak discharges for 149 <br />stations used in the testing were obtained from pub- <br />lished flood-frequency reports or from USGS District <br />offices. The extrapolated 500-year peak discharges <br />were obtained by using station frequency curve values <br />for 2-year through l00-year peak discharges and then <br />extrapolating to the 500-year recurrence interval using <br />the extrapolation procedures described earlier. These <br />extrapolated 500-year peaks differed by an average of <br />0.04 percent when compared with the 500-year peak <br />discharges from the station frequency curves which <br />indicated that the extrapolated peaks were similar to, <br />and on the average slightly higher than, the station 500- <br />year floods. <br /> <br />Regional/State Boundary Testing <br /> <br />I <br /> <br />Currently, NFF allows computations of fre- <br />quency curves for basins that span more that one <br />hydrologic region within the same State, This is <br />accomplished on the basis of percentage of drainage <br />area in each region. The user should verify that the <br />resultant curves reflect the flood characteristics of the <br />regions by consulting the respective State flood- <br />frequency report and by examining plots of the com- <br />puted frequency curves, <br /> <br />Regional flood-frequency computations for <br />watersheds that span State boundaries may give differ- <br />ent results depending on which State's equations are <br />used. Nine sites were evaluated using the previously <br />described methods to examine the application of NFF <br />to basins that cross Stale boundaries. Currently, NFF <br />does not allow the user the option to compute a <br />weighted frequency curve by drainage area for basins <br />which cross State boundaries. Because of this limita- <br />tion, the user must perform this procedure manually, <br />which can be accomplished by applying NFF for each <br />State using the basin's full drainage area. Next, the user <br />must manually weight the frequency curve estimates <br />based on the percentage of the basin's drainage area in <br />each State, For example, two frequency curves were <br />computed for the Sucarnoochee River at Livingston, <br />Alabama; 320 square miles of the basin's total area of <br />606 square miles is in Mississippi, and 286 square <br />miles of the basin is in Alabama. Table 1 shows the fre- <br />quency curves computed using the full drainage area in <br /> <br />i <br /> <br />I <br /> <br />18 <br /> <br />Nationwide Summary 01 U.s. Geological Survay Raglonal Regression Equatlone lor Estimating Magnitude and Frequency of <br />FI_lor Ungaged Sites, 1993 <br />
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