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<br />,\'; <br /> <br />.' <br />.. <br /> <br />Deealination-- <br />For regional salinityqo~trol evaluat~~ns, desalting costs are expressed <br />in dolls1:'s per unit volume of salt extracteclin the brine c1ischarge rather .. <br />than the conventional in~ex of costs per unit volume of reclaimadprolluct <br />water. In this manner the respective feasibility of c1esslination and other <br />alternatives f.or salinity. management: cen be systlOliiat.ically compared during the <br />processes of c1eveloping etratagiesfor actual implementation of salinity <br />controls. A desalting system as used herein consists of facilities fo1:' <br />supp;tying raw water (wster to be desalted). to the plant, the c1esalting plant <br />itselfancl facilitias to conveyancl c1isposeof the brine. Transportation of <br />product water beyond the confines of this system is not considered. <br /> <br />While recognizing the site-specific nature of c1esalting technology as <br />applied to regional water quality management, some geneTalization of the cost- <br />effectiveness relationship can be made. A detailed evaluation of input param- <br />eters to a desalting cost analysis was p1:'esentedby Walker (1978). All <br />systems are most sensitive to the cepacity of the desalting plant. When the <br />'costs aTe expressecl in terms of salt removal, the unit costs stabilize to <br />n3a1:'lY constant vslues when the capacities sre gTeaterthan about 10-15,000 <br />m Iday'. Since c1esalting would be most competitive with the salinity control <br />alternatives when t~eunit costs3are minimal, only systems with capacities <br />greater than 0.17 m is (15,000 m /day) should be considered. '):he result of <br />this c6nsiclerationis that the desalting cost-effectiveness functions are <br />approximately linear. <br /> <br />"r" <br /> <br />, <br /> <br />.~, . . <br /> <br />.' <br /> <br />~ <br />N <br />~ <br />I-'- <br /> <br />\ <br /> <br />For the purpose of formulating a desalting cost-effectiveness function <br />which can be evaluated slongwith other salinitYc6ntrol messures, . the model <br />by Walker (1978) was updatecl to January, 1980 conclitione. Then; the. model'was <br />used to generate cost-effectiveness curves for feecl"Water saline types ranging <br />froll\ 1,000 .to 9,000 mg/l. These.functions shown in :Figure~O were then con- <br />siderecl into the following mathematical form: <br /> <br />C = 0.5+ M'S <br />d 1 <br /> <br />(28) <br /> <br />, , <br /> <br />in which, <br /> <br />Cd= annual cost in $ million of removing Sl,thousands of megegrams per <br />ye'ar; and <br /> <br />III <br /> <br />'. <br /> <br />.,..M'..l,404."!1lSi-: l.IB <br /> <br />. ~' ',' " <br /> <br />,; <br /> <br />wheT.e, <br /> <br />TDSi = feeclwater salinity. mg/l. <br /> <br />The disposal of brine from desalination plants and/or brine pumping <br />programs such as the Paradox Valley Project, is s severe problem in many of <br />the salinity control programs. The alternatives which are most commonly <br />discussecl are evaporation ponds ancl c1eep weil injection. Ponds are limited by <br />area and volume availability whereas injection techniques depend on the <br /> <br />64 <br /> <br />...... <br /> <br /> <br />;":" <br /> <br />" ,.,".... <br />-','."'" <br /> <br />. ~" <br /> <br />. <br />