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3.) Model Equations: <br />The following calculations are performed at each timestep for the simulation duration. <br />For simplicity, example equations given here assume an annual timestep (but the same <br />calculations are performed for monthly timestep simulations). <br />Supply: <br />The first thing calculated in the model is the incoming available water for the given <br />timestep, both consumptive use water and total: <br />infZow_CU = basefZow_annual * basefZow_CU + ag CU * ag lands <br />+ nonAg transfer (3 -1) <br />& <br />infZow_tot = basefZow_annual + nonAg transfer + ag CU * ag lands /ag effic. (3-2) <br />Note that the consumptive use credits associated with a non-ag water acquisition are <br />assumed to be 100%. <br />The inflow CU credits are then mixed with the existing storage CU credits (for reservoir <br />option) to get the percent CU associated with the direct water supply source, according <br />to: <br />percentCU source = infZow_CU/ infZow_tot *(infZow_tot /(infZow_tot + res vol~rev)) <br />+ res~revVol CU * (res vol~rev/(infZow_tot + resyol~rev)), (3-3) <br />where res vol~rev = the reservoir storage at the beginning of the timestep and <br />res~revVol_CU = the percent CU associated with this existing reservoir storage. The <br />calculation in Equation 3-3 is required for properly tracking the CU credits in the water <br />supply. <br />For the reach option, the equation is simply: <br />percentCU source = infZow_CU. <br />tlsage & Demand: <br />(3-4) <br />The next set of calculations in the model evaluate the impacts of conservation and reuse <br />on the M&I usage and demand. In this model, usage is considered the actual amount of <br />water used or applied during a given timestep, while demand is considered to be the net <br />external water requirement (i.e. how much water actually needs to be brought into the <br />system to meet that usage). <br />6 <br />