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<br />RSS Concepts and Methodology
<br />
<br />Diversion Node 6 receives scheduled diversions from its time.series table and
<br />it does not receive any data for its outflow; therefore, it can not solve ils mass
<br />balance equation. Hence, it is not placed on the object activation queue.
<br />6. Node 7 cannol solve its mass balance equation lor the required inflow from
<br />Node 4 as it does not have its inflow from Nodes 5 and 6. Hence, it is not
<br />placed on the object activation queue.
<br />
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<br />7. Node 1 is at the lOp of the object activation queue, and solves its mass balance
<br />equation to compute its end-ol-period storage. The outflow Irom Node 1 is senl
<br />to the appropriate inflow data slot of Node 3. Node 3 sUIl cannol solve its mass
<br />balance equation since Ihe inflow Irom Node 2 is still unknown. Node 1 is now
<br />removed Irom the object activation queue.
<br />
<br />8. Node 2 remains on Ihe object activation queue. II solves its mass balance
<br />equation for its outflow and is removed from the queue. The release is sent to
<br />the appropriate inflow data slot 01 Node 3. Node 3 cannot solve its mass bal.
<br />ance equation and il is not placed on the object activation queue.
<br />
<br />Node 1
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<br />Node 2
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<br />Node 3
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<br />9. As the object activation queue is emply and since Node 7 has waited 10
<br />receive ils two inflows from Node 5 and Node 6 in Ihe first round, it is placed at
<br />Ihe lOp of the object activation queue. It solves the mass balance equal ion by
<br />splitling its scheduled outflow, according 10 Ihe inflow ralio, and sends the
<br />demands to Ihe outflow slots of Node 6 and Node 5. Node 7 is then removed
<br />lrom the object activalion Queue
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<br />16
<br />
<br />RSS Concepts and Methodology
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