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<br />. <br /> <br />e-- <br /> <br />.' <br /> <br />The {ollowing table summarizes the potential number of node., <br />inflow sequence points, demand sequence points, and user. and shows <br />the number of each presently used. <br /> <br />.'Table I. Node setup. <br /> <br />Item <br /> <br />Number <br />Potential Useda. <br /> <br />Nodes <br />)nflow sequence points <br />Demand &equence point" <br />Uaers <br /> <br />25 25 <br />250 154 <br />250 78 <br />2,500 129 <br /> <br />&Currently used for Colorado Rive r model runs. <br /> <br />The _hode, control structure includes three seta of control informa- <br />tion. The.first set derines node order, node identifica.tion, and destina_ <br />tion of node outflow. Node order is sel up 80 that calculations begin ~t <br />the top of ,the river basin and proceed down the basin to the bottom. Cal- <br />culatiohs' also proceed from the top of a node to the bottom of the node. <br />Thus, flow at all upstream nodes is handled prior to any downstream <br />node it may a{[ect. <br />The 6econd set defines the sequence of inflow points, demand <br />points, and the reservoir point within the node. Sequence numbers are <br />assig.ned point by point from top to bottom; positive for inflows, nega- <br />tive for d~mands, and zero for a reservoir. .Care must be taken in <br />assigning inflow and demand points so that basin structure is modeled <br />as closely as pouible. This will help to prevent the calculat.ion of <br />negative flows in the J.:iver. <br />The third ~et of control information defines the upstream node <br />numbers which can provide water lor dern.a.nds within the node. <br /> <br />146 <br /> <br />. <br /> <br />Reservoir Operational Input <br /> <br />!:6tJ <br /> <br />Reservoir operational relationships represehted by-polynomial <br />equations in this model are as follows: (I) Reservbir elevatio'n-area- <br />capacity; (2) horsepower at lull gate ver6US head; (3) flow rate versus <br />head; and (4) tailwater elevation versus flow rate. <br />The polynomial is of the form <br /> <br />2 3 <br />Y~aOtalx+a2.x ta3x <br /> <br />n <br />+... + a x <br />n <br /> <br />The a coefficients are determined by least squares fit a'rid entered as <br />n <br />input data. <br />Other reservoir operational inputs are: (1) Target capacity value. <br />for each month called rule curves; (Z) bank storage coefficient; (3) evap- <br />oration rates for each month; (4) capacity at normal water; (5) maximum <br />and minimum reservoir capacities; (6) maximum and minimum outlet <br />capacities; and (7), beginning reservoir storage and salinities. <br /> <br />Demand Input <br /> <br />The simulation model requires input data. on a node and demand <br />sequence point arrangement as described in the section on node control <br />structure. However, demand input is usually set up on a detailed <br />"uscrll basis and put through a separat.e program which prepa res the <br />information for the simulation model. The user basis model is called <br /> <br />Simulation Model Demand Input Data (SMDID). <br />The use r basis allows a more detailed breakdown of demands and <br /> <br />allows them to be identified by state and function. SJ..fDID can take de- <br />mand information from up to 10 users and combine it into the total de- <br />mand at a single demand sequen'ee point within Lhe node. <br />Types of information required in setting up the demand data lor <br />a node are listed as follow8: (1) Withdrawals for a given user at a de- <br />mand point; (Z) depletions (or return flow); (3) year of withdra.wal and <br />depletion; (4) base year (coordinated with hydrology modified flow base); <br /> <br />147 <br /> <br />I <br />.i <br />i1 <br />I <br />