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L1644_C06.fm  Page 229  Monday, October 20, 2003  12:06 PM









                                       It is generally accepted that damages to the manmade environment can be best
                                    evaluated by external environmental costs; however, in the default selections, it has
                                    been decided that this can also be done for damages to the AoP human health. The
                                    natural environment will be assessed by REW (relative exceedance weighted) and
                                    as a global indicator only the GWP is chosen. The default discount rate is 3%. An
                                    intermediate aggregation is selected for damages to the manmade environment and
                                    to human health.
                                       Apart from the described selection of clear weighting schemes in order to obtain
                                    meaningful indicators, it must be acknowledged that, in principle, determining which
                                    dose–response and/or exposure–response functions to use and even which dispersion
                                    model to apply implies indirect  value choices that (especially  in the case of the
                                    dose– and exposure–response functions) can have very important influences on the
                                    final result. Thus transparency on this point is recommended as well as checking
                                    the preferences of the decision-maker; for instance, it can be said that, in general,
                                    internationally accepted standard  values have a high level of reliability. All  the
                                    presented criteria will be exemplified later in this chapter through a case study that
                                    has demonstrating the functionality of the weighting and aggregation scheme as one
                                    of its primary interests.



                                    6.5.3  LIFE-CYCLE INVENTORY ANALYSIS
                                    After the goal and scope definition, the life-cycle inventory analysis follows in the
                                    same way as in an LCA according to ISO 14040. An overview of the LCI analysis
                                    with its options is given in Figure 6.10.
                                       If a situation of an existing process chain is assessed, the measured data (ELs)
                                    from the core processes and those obtained from up- and downstream processes,
                                    e.g., by questionnaires, can be used to feed the LCI spreadsheet model or software
                                    tool that contains a more or less elaborated database with information for the
                                    background processes. If a future scenario for process chain options will be assessed,
                                    data can be generated by a model of core processes and linear adaptations of current
                                    data obtained from up- and downstream processes. The model can be a modular
                                    model, as described in Chapter 1, or a process simulator.
                                       If the consideration of accidents was chosen in the goal and scope definition,
                                    potential environmental loads through the accidents must be generated by simula-
                                    tions with the corresponding analysis of the undesired events or accidents (AICHE,
                                    1985; Aelion et al., 1995), as mentioned in Chapter 1. The proper LCI can be created
                                    by a spreadsheet model, e.g., Castells et al. (1995), or by a commercial software
                                    tool, e.g., TEAM, as presented in Chapter 2 and applied in Chapter 3. The incorpo-
                                    rated database is important in the LCI model or software, especially for background
                                    processes like electricity production (e.g., Frischknecht et al. 1996). Another optional
                                    element is the uncertainty analysis, which can be carried out, for instance, by Monte
                                    Carlo (MC) simulation, as described in Chapter 5. By using probability distributions
                                    for the essential factors in an MC simulation (LaGrega, 1994), the inventory result
                                    can be transformed from a concrete value into a probability distribution around a
                                    mean value.



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