Laserfiche WebLink
<br />12 <br /> <br />TECHNIQUES OF WATER.RESOURCES INVESTIGATIONS <br /> <br />structures on or near a stream, The usual ap. <br />proach is to estimate the discharge from a <br />regional relation and to compute the stage <br />from this discharge and a channel survey, A <br />simpler though less accurate method relates <br />stream depth to discharge or to basin charac- <br />teristics (see Thomas, 1964, and Gann, 1968), <br />A more comprehensive study was made by <br />Stall and Yang (1970) in which stream depth <br />(and other measures of channel geometry) <br />were related to flow frequency and drainage <br />area, All three of the above. referenced studies <br />are based on the pioneering work on channel <br />geometry by Leopold and Maddock (1953), <br /> <br />Procedures for Other Flow <br />Characteristics <br /> <br />Multiple regression has been used to reo <br />gionalize mean annual flows, mean monthly <br />flows, annual minimum !lows, annual !lood <br />volumes, and some other characteristics. <br />Thomas and Benson (1970) described a study <br />of relations for estimating stream!low charac- <br />teristics from drainage-basin characteristics <br />in four hydrologically differing regions of the <br />United States. An even more comprehensive <br />use of the multiple-regression method for <br />regionalization of !low characteristics was <br />performed in each State of the conterminous <br />United States during 1970, Results of this <br />study are given in a series of reports, gen. <br />erally one for each State; a typical one is by <br />Collings (1971). <br />In most humid regions mean !low is closely <br />related to drainage area and mean annual <br />precipitation. Thomas and Benson (1970) <br />found a standard error of regression of 14.4 <br />percent using those two variables in Potomac <br />River; they reduced it further by including <br />channel length and mean annual snowfall. <br />Standard errors of 10 to 15 percent have been <br />attained in other humid regions, <br />In semiarid regions of large relief the rela. <br />tion of mean flow to drainage area and pre. <br />cipitation may not be usable because of (1) <br />the great range in precipitation with eleva- <br />tion, (2) the lack of good information on <br />precipitation, and (3) the strong influence of <br />geology on mean flow. For example, the <br /> <br />standard error of the regression equation for <br />mean !low in New Mexico is 53 percent (Bor. <br />land, 1970), <br />In certain humid regions a satisfactory <br />regionalization of mean flows is not attain- <br />able because of the movement of ground <br />water across topographic divides, Some reo <br />gions exhibiting this condition are the Ump. <br />qua River basin in Oregon, the Red Rock <br />River basin in Montana, and the Ba1cones <br />Fault region in Texas, <br />Although the principles of regional analy. <br />sis apply to all !low characteristics, the appli. <br />cation to low flows is least successful because <br />of the greater dependence of low !lows on <br />basin characteristics that are imperfectly <br />known and that cannot be described by sim- <br />ple indexes. Geology is the chief basin charac. <br />teristic, other than drainage area, controlling <br />the size of low flows in a region of homoge. <br />neous climate, Evapotranspiration, especially <br />from the channels and flood plains, also has a <br />substantial effect on low !lows in many basins, <br />Most reported attempts at regionalization <br />of low flows on a statewide basis have been <br />unsuccessful. Forty.seven Geological Survey <br />districts participated in and reported on their <br />compt'ehensive regionalization studies in <br />1970. Most districts reported either standard <br />errol's of low flows in excess of 100 percent <br />(average of plus and minus percentages) or <br />that no meaningful relation was derived. A <br />notable exception was Connecticut; there the <br />7.day 10.year low flow was related to drain. <br />age area, channel slope, mean basin elevation, <br />and percentage of basin covered by stratified <br />drift, with a standard error of 68 percent <br />(Thomas and Cervione, 1970), This small <br />standard error (relative to those found in <br />most regions) resulted from the inclusion of <br />the fourth parameter, In a previous paper, <br />Thomas (1966) reported large unit base flows <br />from stratified drift and very small ones from <br />till, the predominant surficial glacial deposit, <br />Regionalization of low flows in a few geo. <br />logically homogeneous regions of limited ex. <br />tent has produced useful results, A "Tech. <br />niques of Water-Resources Investigations" on <br />low flow investigations now (1972) being <br />prepared, will consider regionalization of low <br />flows in more detail. <br />