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<br />thi6 report are applicable to unregulated rural <br />streams located within the State. The <br />drainage-basin flood-estimation method is <br />limited to streams with drainage areas less than <br />1,060 mi2. The channel-geometry flood- <br />estimation method is applicable to stabilized <br />stream channels in Iowa. <br /> <br />Acknowledgments <br /> <br />The U.S. Army Corps of Engineers, Omaha <br />and Rock Island Di6tricts, contributed to the <br />funding of the sediment-sample analyses. <br />James J. Majure, formerly with the U.S. <br />Geological Survey, Iowa City, Iowa, and now <br />with the Iowa State University, GIS Support <br />and Research Facility, Ames, 'Iowa, developed <br />the computer software used to quantify the <br />drainage-basin characteristics and the software <br />used to integrate the overall GIS procedure. <br /> <br />FLOOD-FREQUENCY ANALYSES <br />OF STREAMFLOW-GAGING <br />STATIONS IN IOWA <br /> <br />, <br /> <br />Flood-frequency curves were developed for <br />188 streamflow-gaging stations operated in <br />Iowa by the U.S. Geological Survey. They were <br />developed according to procedures outlined in <br />Bulletin 17B of the Interagency Advisory <br />Committee on Water Data (IACWD, 1982, p. <br />1-28). These flood-frequency curves include data <br />collected through the 1990 water year for both <br />active and discontinued continuous-record and <br />crest-stage gaging stations having at least 10 <br />years of gaged annual-peak discharges. A water <br />year is the 12-month period from October 1 <br />through September 30 and is designated by the <br />calendar year in which it ends. The locations of <br />the 164 gaging stations studied using the <br />drainage-basin flood-estimation method are <br />shown in figure 1, and the locations of the 157 <br />gaging stations studied using the channel- <br />geometry flood-estimation method are shown in <br />figure 2. Map numbers for the gaging stations <br />shown in figures 1 and 2 are referenced to <br />gaging-station numbers and names in tables 8 <br />and 9 (at end of this report). The observed <br />annual-peak discharge record at each site <br />includes water years during which the gaging <br />station was operated, which is termed the <br />systematic period of record. The observed <br />annual-peak discharge record also may include <br />historic-peak discharges that occurred during <br /> <br />water years outside the systematic period of <br />record. <br /> <br />A flood-frequency curve relates observed <br />annual-peak discharges to annual exceedance <br />probability or recurrence interval. Annual <br />exceedance probability is expressed as the <br />chance that a given flood magnitude will be <br />exceeded in any 1 year. Recurrence interval, <br />which is the reciprocal of the annual exceedance <br />probability, is the average number of years <br />between exceedances of a given flood <br />magnitude. For example, a flood with a <br />magnitude that is expected to be exceeded once <br />on the average during any 100-year period <br />(recurrence interval) has a I-percent chance <br />(annual exceedance probability = 0.01) of being <br />exceeded during any 1 year. This flood, <br />commonly termed the lO'O-year flood, is <br />generally used as a standard against which <br />flood peaks are measured. Although the <br />recurrence interval represents the long-term <br />average period between floods of a specific <br />magnitude, rare floods could occur at shorter <br />intervals or even within the same year. <br /> <br />Flood-frequency curves were developed by <br />fitting the logarithms (base 10) of the observed <br />annual-peak discharges to a Pearson Type-III <br />distribution using U.S. Geological Survey <br />WATSTORE flood-frequency analysis programs <br />(Kirby, 1981, p. CI-C57). Extremely small <br />discharge. values (low outliers) were censored, <br />adjustments were made for extremely large <br />discharge values (high outliers), and the <br />coefficient of 6kew was weighted for each gaging <br />station with skew values obtained from a <br />generalized skew-coefficient map (IACWD, <br />1982). Whenever possible, historically adjusted <br />flood-frequency curves were developed to extend <br />the flood record for gaging stations with historic <br />peak-flood information. <br /> <br />The recommended equation (IACWD, 1982, <br />p. 9) for fitting a Pearson Type-III distribution <br />to the logarithms of observed annual-peak <br />discharges of a gaging station is <br /> <br />log(QT(g)) =x+ks, <br /> <br />(1) <br /> <br />where QT(g) <br /> <br />is the design-flood discharge for a <br />gage, in cubic feet per second, for <br />a selected T-year recurrence <br /> <br />FLOOD.FREQUENCY ANALYSES OF STREAMFLOW.GAGING STATIONS IN IOWA 3 <br />