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<br />002tn9 <br /> <br /> <br />calcium concentrations for the Yampa River n.ear Maybell, Colo. (fig. 6). One <br />possible explanation for this involves nonhomogeneity in the watershed. The <br />Yampa River subbasin upstream from the site near Maybe11 is 3,410 mi2 <br />(8,830 km2) and the geology and cl imate vary considerably. Waters originat- <br />ing in different parts of the Yampa River subbasin can contain considerably <br />different proportions of individual cations and anions but still. have rela- <br />tively similar ratios of dissolved sol ids to specific conductance.. Natural <br />seasonal variations in the sources of the water would be expected to affect <br />the relationships between individual chemical constituents and specific <br />conductance more than the relationship between dissolved sol ids and specific <br />conductance. Irrigation return flows, which are most important from May <br />through September, can concentrate some chemical constituents relative to <br />others (Hem, 1970, p. 330) and would be expected to produce a similar effect. <br /> <br />The relation between observed and simulated dissolved-sol ids concentra- <br />tions for the Little Snake River near Lily (fig. 7) is not as good as the. <br />relation obtained for the Yampa River near Maybell. .This may be due partly <br />to lesser homogeneity in the Little Snake River subbasin (site-specific <br />relationships) and partly to the fact that only about one-third of the sites <br />sampled by lorns, Hembree, Phoenix, and Oakland (1964) were in the Little <br />Snake River subbasin (regional relationship).. . . <br /> <br />Using actual streamflow and water-qual ity records for the sites on the <br />Yampa River near Maybell and the Little Snake River near Lily, time-trend <br />analyses were made for the annual mean values of specific conductance at each <br />site, adjusting for streamflow effects. This procedure is documented by <br />Steele, Gilroy, and Hawkinson (1974) and uses Kendall's Tau nonparametric <br />statistical test on each ranked, annual time series (Conover, 1971). Using <br />data for the 1951-72 water years and a significance level of 0.01, an <br />increase in specific conductance of 14 percent was determined for the Yampa <br />River (Steele and others, 1974, table 9, p. 6?); however, no significant <br />change was determined for the Little Snake River using data for the 1951-69 <br />water years. The trend in increasing specific conductance for the Yampa <br />River is attributed to increasing use of surface water for agricultural and <br />municipal purposes. Analysis of data for the 1951-63 water years showed no <br />significant changes at either of these two sites (Blackman and others, 1973, <br />tabl e III). . <br /> <br /> <br />Major inorganic constituents were analyzed in samples collected during <br />the August-September 1975 reconnaissance at the 26 sites shown on figure 8, <br />and regional regression equations relating major inorganic constituents to <br />specific conductance were developed from these data (table 8). Graphic <br />depiction of the equations indicates that the regional regression relation- <br />ships calculated from the 26 analyses are similar to those calculated from <br />historic data (table 6). The regional regression relationships allow estima- <br />tion of concentrations of major inorganic constituents throughout the basin <br />from the rather simple measurement of specific conductance. (Information on <br />the precision of major inorganic constituents analyzed during the August- <br />September 1975 reconnaissance is given in table 17 in the Supplemental <br />Information section at the back of this report.) <br /> <br />;'t~ ,"f'~.'~~,::::,:s~'" <br />:~~. ':, :~~:':~;}'i;'i'''~ <br /> <br />31 <br />