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<br />REGIONAL ANALYSES OF STREAMFLOW CHARACTERISTICS <br /> <br />. <br /> <br />Regionalizing Draft-Storage <br />Relations <br /> <br />Methods of regionalizing draft-storage re- <br />lations are described by Riggs (1966). Appli- <br />cations of these methods are reported by <br />Patterson (1967) in Arkansas and Skelton <br />(1971) in Missouri. These procedures are not <br />true regionalizations because one or two of <br />the variables required at each site of applica- <br />tion are flow characteristics which must be <br />estimated from another regional relation or <br />from discharge information at the site. <br />Transferring a regional draft-storage re- <br />lation to an ungaged site may be preferable <br />to estimating the flow characteristics at that <br />site by other means and then defining the <br />draft-storage characteristics from the esti- <br />mated flow characteristics. The former meth- <br />od seems to require less work and certainly <br />requires less of the user of the report. <br /> <br />. <br /> <br />Alternatives to <br />Regionalization <br /> <br />The section on "Procedures for Other Flow <br />Characteristics" described some conditions <br />for which regionalization will not provide <br />satisfactory results. Although it may be pos- <br />sible to improve the regression results sub- <br />stantially in some regions by collecting addi- <br />tional precipitation data, making field geo- <br />logic studies, and devising better hydrologic <br />models, the time and cost required generally <br />make these approaches impractical. There- <br />fore other methods of defining flow charac- <br />teristics at ungaged sites are needed. Some of <br />these other methods differ from a true re- <br />gionalization in that they require field infor- <br />mation at each "ungaged" site. <br /> <br />. <br /> <br />Channel-geometry method <br /> <br />Moore (1968) and Hedman (1970) have <br />shown that mean annual flow is closely re- <br />lated to the width and average depth of a <br />selected cross section of the stream channel. <br />Selection of the proper cross section requires <br />some field training, but experienced men can <br />very closely match each other's results. In a <br /> <br />13 <br /> <br />recent investigation by Moore and Hedman <br />(personal commun., 1971), the channel widths <br />and mean depths were measured on 53 per- <br />ennial streams in the mountain region of <br />Colorado. These data were related to the re- <br />spective mean flows with a standard error of <br />about 18 percent. This derived relation can <br />be used to estimate mean flow at any site in <br />the region at which the channel width and <br />average depth are obtained. <br />Channel measurements also may be used <br />similarly to estimate floods of selected re- <br />currence intervals. Data at gaging stations <br />in Nevada, California, Arizona, and Kansas <br />have been collected and analyzed for this pur- <br />pose. In addition, flood-peak characteristics <br />of the 53 streams in the mountain region of <br />Colorado have been related to channel dimen- <br />sions. Results of these two analyses indicate <br />the usefulness of this method on both peren- <br />nial and ephemeral streams in the western <br />United States. The channel geometry method <br />has no advantage, however, over regression <br />on basin characteristics in humid regions of <br />moderate relief. <br /> <br />Mean Row from monthly measurements <br /> <br />Another method of defining mean flow of a <br />stream requires discharge measurements near <br />the middle of each month for 1 year (Riggs, <br />1969). These measured flows are related to <br />concurrent daily mean flows at a nearby gag- <br />ing station, using a separate relation for each <br />month. Several trials of the method in the <br />western United States, using gaging station <br />records, indicate that the annual mean for 1 <br />year may be estimated within about 10 <br />percent from 12 monthly measurements. An <br />estimate. of the long-term mean, based on a <br />relation between means for that year and the <br />corresponding long-term means at gaging <br />stations in the vicinity, is somewhat less ac- <br />curate. <br /> <br />Defining mean runoff by elevation <br /> <br />zones <br /> <br />Riggs and Moore (1965) used streamflow <br />records to define mean annual runoff in inch- <br />es from 1,000-ft zones of elevation in a hydro- <br />