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Occupational Exposure to Carbon Nanotubes and Nanofibers

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particle retention predicted by the MPPD model(which includes the ICRP [1994] clearance model)[CIIT <strong>and</strong> RIVM 2006] compared <strong>to</strong> that of thefirst-order kinetic model used <strong>to</strong> estimate the fac<strong>to</strong>rof 10/1 [Snipes et al. 1989; Pauluhn 2010b].When this same method was applied <strong>to</strong> the ratLOAEL of 0.1 mg/m3 in the Ma-Hock et al. [2009]subchronic inhalation study, but using the particlesize data <strong>and</strong> rat minute ventilation specific forthat study (Table A–2 <strong>and</strong> Section A.2.2), similarhuman-equivalent estimates were obtained. Theslightly higher doses are due <strong>to</strong> the greater DF forthe MWCNT in the Ma-Hock et al. [2009] study. Inaddition, the POD from the Ma-Hock et al. [2009]study is based on a LOAEL (vs. NOAEL in Pauluhn[2010a], so an additional uncertainty fac<strong>to</strong>r wouldbe applied (as discussed in the next section). Ineach case, the estimates using an interspecies normalizingfac<strong>to</strong>r based on the alveolar epithelial cellsurface area are lower by a fac<strong>to</strong>r of approximatelyfour. The estimates in Table A–13 are working lifetimehuman-equivalent concentrations <strong>to</strong> the ratNOAEL or LOAEL with no uncertainty fac<strong>to</strong>rsapplied <strong>to</strong> these values. Lower estimated rat lungdoses <strong>and</strong> human-equivalent lung doses <strong>and</strong> associatedworking lifetime concentrations would beexpected if using MPPD 2.1 <strong>and</strong> density

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