Page 169 - Materials Chemistry, Second Edition
P. 169

154                                                     A. Bjørn et al.

            processes, which means that it is not possible to modify them to increase their
            representativeness for the study. When aggregating processes, the LCI database
            providers have made choices on how to handle multifunctional processes and how
            to cut-off the life cycle of the process’ reference flow because including all pro-
            cesses is not practically achievable in process-based LCI modelling (see Sect. 9.1).
            These choices also relate to solving the issue of closed loops between processes,
            which occurs if two processes need each other’s outputs as inputs. This issue is
            commonly solved by matrix inversion (Heijungs and Suh 2002).
              The way system expansion is performed in the construction of the inventory
            model depends on the LCA software used, but it is usually simple to implement for
            the LCA practitioner. For example, in GaBi it is performed by connecting the
            avoided process as input but with a scaling factor of −1 so that it is computed
            negatively as a crediting. In SimaPro, system expansion is performed by making a
            direct link to the avoided process in the flow category ‘Avoided products’, and the
            software automatically accounts for it negatively when processing the assessment.
            In OpenLCA, which is a free LCA software, system expansion is modelled as an
            avoided output of a unit process, in practice marking an output flow as ‘avoided
            product’ by checking a mark in the process.



            9.5.2  Calculation of LCI Results


            The LCI results are the compilation of elementary flows over all the processes that
            are part of the LCI model (scaled to the reference flow of the functional unit). For
            the simplified product system in Fig. 9.8 the results would simply be the sum of
            each of the resources and emissions across all the processes, see Fig. 9.9 describing
            final LCI results.


            Fig. 9.9 LCI results for the           Emission A  Emission B
            product system in Fig. 9.8.              432kg    528kg
            The aggregated elementary
            flows of product W (72 kg),
            that are not shown in Fig. 9.8,
            are 100 kg of resource A and
            28 kg of emission B
                                                                       Product X
                                                                       100kg
                                                       Product system







                                                   Resource A   Resource B
                                                     960kg      100kg
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