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<br />Equation 22 states that the percentage change <br />of concentration at any point equals the <br />percentage change of salt less the percentE.'ge <br />change of volume of flow. The importance of <br />releasing water for dilution as one means of <br />reducing concentration is easily seen. The <br />smaller the percentage of water depletion <br /> <br />elF <br />(p), the greater the flow remaining in the <br /> <br />W <br />N <br />N <br />~ <br /> <br />river system, <br />concentration <br /> <br />and henaC the smaller <br />leve 1(_) . <br />C <br /> <br />change in <br /> <br />Specific Models <br /> <br />For determining the allocation of water <br />between agricultural and energy activities <br />maximizing net benefits and the consequent <br />impacts on water quality, 1974 serves as a <br />base year. From this allocation, the change <br />in the salinity level due to projected agri- <br />cultural and energy usage in 1985 and 2000 <br />can be estimated. If the estimated salinity <br />level exceeds the EPA standard issued in <br />1974, some control techniques must be under- <br />taken. Control alternatives to reduce <br />salinity include improvemerlt of irrigation <br />efficiency and conveyance systems, irrigation <br />scheduling, desalting irrigation return <br />flows, containment of tail water, utilization <br />of saline flows, flow augmentation through <br />weather modification, and adjustments in <br />water resource allocation and management <br />procedures. Some of these opt ions are not <br />economically feasible, technologically <br />effective, nor politically or legal;y viable. <br /> <br />Several salinity control techniques have <br />been suggested by the U. S. Department of <br />the Interior (1977) as the most promising for <br />the Upper Colorado Bas in. The three impor... <br />tant techniques selected for this study are: <br />1) structural methods of controlling natural <br />sources, 2) irrigation system improvements, <br />and 3) adjustments in water allocation and <br />management of the river. The first option <br />involves construction of evaporation and/or <br />desalting plants at point sources. The <br />second opt ion req u ires improvement in i rr i- <br />ga t ion ef f ic iency through inves tment in more <br />water-efficient techniques such as sprinkler <br />systems and lining canals in order to reduce <br />salt loading from return flows. The third <br />op t ion var ies the amount of water used for <br />dilution of the salt load of the river. The <br />first two options fall in the category of <br />structural methods whereas the third one is <br />a nonstructural method. In order, to analyze <br />the relative effectiveness of structural and <br />nonstructural measures to control salinity, <br />the following four alternative analyses are <br />cons idered. <br /> <br />Alternative 1 <br /> <br />Under this alternative, water is allowed <br />td be transferred freely between uses without <br />consideration of salinity impact. Water will <br />be allocated between agricultural and energy <br /> <br />uses such that the value of the marginal <br />physical product of water will be equal in <br />both uses. This allocation is p"iven by the <br />solution to,the problem <br /> <br />Max Z 1 = TIA + TIE <br /> <br />subject to Equations 8 through 20 and 22. <br /> <br />* * * <br />The values of Zll 1TA, and TIE obtained <br />from the optimal solution are of importance <br />for use in the analysis. <br /> <br />. <br /> <br />Altern-ative 2 <br /> <br />This alternative considers improvement <br />of irrigation efficiency and conveyance <br />systems in addition to construction of evapo-' <br />ration ponds and/or desalting plants (struc- <br />tural alternatives proposed by USBR) for <br />natural point sources. as means of reducing <br />salt loading. The expected high salinity <br />levels from future water developments can <br />be reduced through this alternative. <br />The cost of this alternative is derived <br />as follows: Let C~p be the cost per acre of <br />converting to irrIgation with a sprinkler <br />system (Xr SP ) j C~ be the cost per mile of <br />canal lining and VB be the maximum canal <br />miles in Sj and let Ca be the cost per ton of <br />salts (Cs) xemoved tiy desalting plants and <br />evaporation ponds. The total investment cost <br />of irrigation improvement and construction <br />of ponding for the entire Upper Basin is: <br />8 8 3SB <br />TC Ees XS + E CsVs + ECGG <br />I s=1 SP i,SP s=1 v s=1 (23) <br />i=1, 2, . . ., H <br /> <br />Sprinkler system reduces deep percolation1 <br />and canal 1 in ing reduces seepage losses. <br />Both methods reduce the amount of salt load <br />entering the river through return flow. <br />Crops can be grqwn with present irrigation <br />systems (Xi and Xp) or with sprinkler systems <br />(Xf SP and X~,Sp), The productivity ~f <br />i rrfga ted land under a s pr Inkler s ys tern IS <br />assumed to remain the same as under the <br />present system., Although this assumption <br />may not be strictly true, the productivity <br />increases reported are small and data by crop <br />were not available at this time. Hence, the <br />total net return to crops under sprinkler <br />8 H s s s s <br />E E 0.\ oi - Ci)Xi,SP <br />8=1 i=1 <br />added to the agricultural net return, 7TA. <br /> <br />~ <br /> <br />irrigation <br /> <br />is <br /> <br />The constraints are adjusted to be <br />compatible with the adopted policy by speci- <br />fying the following equations: <br /> <br />Equation 8 -is modified to <br /> <br />H-l <br />. s ) s <br />E (Xi + Xi SP ~ L <br />i=1 ' c <br /> <br />xB+XS ~LSp <br />p p,SP <br /> <br />. <br /> <br />(8) , <br /> <br />26 <br />