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                             4.8.7  AIR QUALITY MODELS
                             A special feature of EcoSense is the fact that air quality models are included. Apart
                             from the local-scale ISCST-2 or -3 model, for which a set of site-specific meteoro-
                             logical data must be added by the user, a long-range pollutant transport model is
                             included; both models have also been applied separately in this study for the calcu-
                             lation of site-dependent impact factors.
                                Close to the plant, i.e., at distances of some 10–100 km from the plant, chemical
                             reactions in the atmosphere have little influence on the concentrations of primary
                             pollutants.  For these reasons, the computation of ambient air concentrations of
                             primary pollutants on a local scale is done with a model that neglects chemical
                             reactions, but is detailed enough in the description of turbulent diffusion and vertical
                             mixing. An often-used model that meets these requirements is the Gaussian plume
                             model. The concentration distribution from a continuous release into the atmosphere
                             is assumed to have a Gaussian shape (see Expression (4.5)):

                                                                                   z h) 
                                                          2       ( −  2      ( +  2
                                                                     z h) 
                                   cx y z(, , ) =  Q  ⋅ exp −   y   ⋅  exp −   + exp −    (4.5)
                                                                                
                                                                  
                                           u2πσ σ        2σ 2 y     2σ 2 z      2σ 2 z 
                                                y  z                         
                              where: c(x,y,z) = concentration of pollutant at receptor location (x,y,z)
                                   Q = pollutant emission rate (mass per unit time)
                                   u = mean wind speed at release height
                                  σy = standard deviation of lateral concentration distribution at downwind
                                       distance
                                   σ = standard deviation of vertical concentration distribution at downwind
                                    z
                                       distance x
                                   h =plume height above terrain

                             The assumptions embodied into this type of model include those of idealized terrain
                             and meteorological conditions so that the plume travels with the wind in a straight
                             line, mixing with the surrounding air, both horizontally and vertically, to produce
                             pollutant concentrations with a normal (Gaussian) spatial distribution (Figure 4.8).
                             Dynamic features that affect the dispersion, for example vertical wind shear, are
                             ignored. These assumptions generally restrict the range of validity of the application
                             of these models to the region within some 100 km of the source. Pollution transport
                             however, extends over much greater distances. The assumption of a straight line is
                             justified for a statistical evaluation of a long period, where mutual changes in wind
                             direction cancel out each other, rather than for an evaluation of short episodes.
                                In this study the Industrial Source Complex Short Term model, version 2 (ISCST-
                             2) of the U.S. EPA (1992) and version 3 (ISCST-3) of U.S. EPA (1995a) in the form
                             of BEEST (Beeline, 1998) have been applied. The model calculates hourly concentra-
                             tion values of gases and particulate matter for 1 year at the center of each specified
                             grid. Effects of chemical transformation are neglected. Annual mean values are obtained
                             by temporal averaging of the hourly model results. Currently U.S. EPA has proposed
                             the establishment of a new regulatory dispersion model AERMOD (U.S. EPA, 2002).


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