I-NANO tool Sample Clauses

I-NANO tool. During the NANoREG project, the I-Nano tool was developed by IOM and INRS, based on a two- box model and considering the singularities of NPs. The two-box model is again based on the NF/FFFF source receptor model developed by Xxxxxxx and Xxxxxxxxx (1999) and the algorithms developed by Xxxxxxx and Xxxxxx (2003) for estimating the time evolution PSD of NPs. To avoid confusion on the definitions of the N- and F- fields, within the I-Nano tool we defined the field around the source the Local Control Influencing Zone (LCIZ) and the NF as the box around the worker (Figure 14). Since the worker moves around the room, the concentration in the worker-NF can be estimated from the concentrations in the LCIZ and FF and the time he spends in each zone. In the nano-specific model, other size-dependent factors are taken into account such as coagulation and losses through gravitational settling (particles settling to the floor), diffusion (particles settling on walls and surfaces) and dilution (effect of ventilation). Figure 14 Illustration of the two-box -specific model; local control zone (LCIZ), far-field (FF). The picture shows the local control adjusted emission (LC*S), the air exchange between the two boxes (Q0) and the ventilation (Q1). In order to estimate the PSD over time it is split into a number of bins of particles of size; L1,,…..,Lj,…….,LN. The number of particles in each bin is then estimated over time, this is done separately for both LCIZ and FF. The concentration in either zone is then a function of agglomeration, diffusion, dispersion, dilution and emission, with each particle size bin in each zone (LCIZ or FF) being described using the following equations (MacCalman et al., 2016): dn(Lj )LCIZ dt = LC * S LCIZ − n(Lj )LCIZ QLCIZ VLCIZ + n(Lj )FF QLCIZ VLCIZ + ηLCIZ dn(Lj )FF dt = LC * SFF + n(Lj ) LCIZ QLCIZ VFF − n(Lj )FF QLCIZ VFF − n(Lj )FF QFF VFF + ηFF Where QLCIZ is the volume air flow between the LCIZ and FF (m3/sec), QFF represents the ventilation (m3/sec), SLCIZ and SFF represent the mass emission rate into the LCIZ and FF, respectively in particles/sec, LC represents the local control adjustment factor and η represents the size-specific factors (coagulation, diffusion and dispersion) . dn(L ) 1 j N dt 2 ∫
Sample 1
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