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Environmental Health Criteria 214

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HUMAN EXPOSURE ASSESSMENT<br />

The ADD is used to make route and route-to-route comparisons and<br />

allows one to consider the relative significance of several exposure<br />

routes. With the ADD, we compare inhalation, ingestion or dermal<br />

exposures to the same medium such as tap water and compare exposures<br />

through indirect pathways (e.g., food-chain transfers) to those from<br />

direct pathways (e.g., inhalation or ingestion). As an example, the<br />

ADD for the ingestion route for chloroform for a 70-kg individual<br />

ingesting 2 litres/day of tap water containing 1 µg/litre chloroform,<br />

365 days/year for a lifetime is 2 µg/day divided by 70 kg or 0.029<br />

µg/kg -1 day -1 . This ADD can be used as the basis for determining the<br />

relative significance of dermal, inhalation, and other ingestion<br />

exposures attributable to tap water.<br />

6.8 Physiologically based pharmacokinetic models<br />

Human exposure to contaminants results in dose to the critical<br />

organs. A mass balance on the contaminants that enter the body<br />

accounts for the distribution in the various organs, transformation<br />

into by-products, and excretion via specific mechanisms. The three<br />

major exposure routes by which contaminants enter the human body are<br />

inhalation, dermal absorption and ingestion. The vehicle that moves<br />

contaminants between organs is blood. Transformations include the<br />

metabolism of specific contaminants in specific organs. Mechanisms of<br />

excretion include exhaled air, sweat, urine and faeces.<br />

The above processes that occur in the human body can be modelled<br />

by using physiologically based pharmacokinetic (PBPK) principles<br />

(Masters, 1991). These principles can be applied at differing levels<br />

of complexity. Simple models assume steady states and total absorption<br />

and estimate dose to critical organs in a gross manner. They can be<br />

solved by using linear algebraic relationships. Complex models include<br />

time dependency, assume the human body to consist of multiple<br />

homogeneous boxes, each representing an organ or a portion thereof,<br />

and determine the distribution of contaminants in the different boxes<br />

as a function of time. The relationships usually end up as non-linear<br />

ordinary differential equations that are solved by using numerical<br />

integration techniques. Examples of PBPK models may be found in Cox<br />

(1996) for inhalation of benzene, Bookout et al. (1997) for dermal<br />

absorption of chemicals and Rao & Ginsberg (1997) for multiple-route<br />

exposure to methyl tert-butyl ether. A wide array of PBPK models<br />

have been developed for other chemicals and chemical classes and may<br />

be found in the relevant literature.<br />

Whatever the complexity of the model representing the human body,<br />

the difficulty is interpreting the dose results to characterize risk.<br />

Usually, these human models are extrapolated to parallel animal models<br />

for which toxicological data are available.<br />

6.9 Validation and generalization<br />

http://www.inchem.org/documents/ehc/ehc/ehc<strong>214</strong>.htm<br />

Page 109 of 284<br />

6/1/2007

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