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<br />RSS Concepts and M8thodology <br /> <br />.. <br /> <br />"~l <br /> <br />objed activation queue. Assume in this scenario thai the calculated ending <br />storage at Node 31s grealerthan the ~vecapadty. In Ihis case, the ending stor- <br />age is set to the ~ve capacity and the mass balance equation is used to calcu- <br />lale the required outflow from Node 3. Assume in this scenario thai the <br />calculated ending storage at Node 3 is more than the tive capacity. In this case <br />the ending storage is set to the tive capacity and the mass balance equation is <br />used 10 calculate the required outflow from Node 3. <br /> <br />~ <br />Node 3 <br /> <br />Je4 <br /> <br />14. Node 4, Is placed at the beginning of the queue, computes the outflow to Node <br />5. This information is sent to the appropriate inflow data slol of Node 5. Node 5 <br />can now perform the operations again, and is placed on the queue. Node 4 is <br />removed from the queue. Since Node 6 did nol receive any new data it is not <br />examined in this iteration of the simulation procedure. <br /> <br />Node 3 <br /> <br />~ <br /> <br />INode4 <br />Node 5 <br /> <br />15. Node 5, solves the mass balance equation and sends the outflow to the inflow <br />slot 01 Node 7, and is placed on the queue. Node 5 is Ihen removed from the <br />object activation queue. <br /> <br />Node 4 <br /> <br />ct <br /> <br />Node~ <br /> <br />Node 7 <br /> <br />16. Node 7 can now solve its mass balance and compares its outflow with Ihe min- <br />imum required outflow. Node 7 is removed lrom the object activation queue. <br />There are now no objects on Ihe queue and all data is in equi6brium. The sim. <br />ulation for the time step is complete. <br /> <br />18 <br /> <br />RSS Concepts and Methodology <br />