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Stream Matching and Network Synthesis

The solution to this program yields the following results Objective value 0.1168831E-02 [Pg.137]

Having identified the values of all the flowrates of lean streams as well as the pinch location, we can now minimize the number of mass exchangers for a MOC solution. As has been previously mentioned, when a pinch point exists, the synthesis problem can be decomposed into two subnetworks, one above the pinch and one below the [Pg.137]

we define the binary variable Ei j, , which takes the values of 0 when there is no match between streams / and j in SN , and takes the value of 1 when there exists a match between streams i and j (and hence an exchanger) in SN . Based on Eq. (6.13), one can write [Pg.138]

Material balance for each rich stream around composition intervals  [Pg.138]

Mthin any subnetwmk, the mass exchanged between any two streams is bounded by the smaller of die two loads. Therefore, the u[ per bound on tlm exchangeable mass between streams i and j in SNm is given by [Pg.138]

we define the binary variable winch takes the vsdues of 0 when thme [Pg.138]


See other pages where Stream Matching and Network Synthesis is mentioned: [Pg.137]    [Pg.137]    [Pg.137]   


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