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Fu r t h e r A p p l i c a t i o n s  o f  P r o c e s s I n t e g r a t i o n   133


                     capital supply line up to the maximum allows one to target both the
                     investment level and the expected annual benefit (Figure 6.9).

                     6.4.2  Materials Reuse-Recycle and Property Pinch Analysis
                     The composition of a substance is only one of several chemical and
                     physical properties that are essential in a chemical process. Other
                     common properties include acidity and alkalinity (as measured by
                     pH), density, viscosity, reflectivity, turbidity, color, and solubility.
                     The process network synthesis associated with these chemical
                     properties cannot be addressed by conventional mass integration
                     techniques, so another generic approach has been developed to deal
                     with this problem (Shelley and El-Halwagi, 2000; El-Halwagi et al.,
                     2004). For systems that are characterized by one key property,
                     Kazantzi and El-Halwagi (2005) introduced a Pinch-based graphical
                     targeting technique that establishes rigorous targets for minimum
                     usage of fresh materials, maximum recycling, and minimum waste
                     discharge.
                        Foo and colleagues (2006) focused on developing an algebraic
                     technique to solve the problem of identifying rigorous targets for
                     property-based recycling and reuse of materials. A key element of
                     these techniques is the concept of material surplus, which generalizes
                     the analogous concept developed for tasks of synthesizing hydrogen
                     and water networks (Alves and Towler, 2002; Hallale, 2002). Foo et al.
                     (2006) developed an algebraic approach called property cascade analysis
                     (PCA) to identify various performance targets for a maximum
                     resource recovery (MRR) network. This paper also introduced
                     network design techniques for the synthesis of an MRR network as




                        20
                       Investment [$]  15

                        10



                                      20         40          60       80
                                                                        Savings [$]
                                Separate stage of design
                                Composite Curve
                                Capital (investment) Supply Line
                        1
                        2
                       Grid  3
                        4

                       F

                     FIGURE 6.9  Targeting and project management (after Zhelev, 2007).
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