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Toxicology of Industrial Compounds

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46 SIZING UP THE PROBLEM OF EXPOSURE EXTRAPOLATION<br />

precision. In the main the data have come from drugs but the same general<br />

considerations would hold for environmental chemicals.<br />

Wherever possible the only compounds included in the analysis have<br />

been those where unbound clearance after systemic administration has been<br />

reported, unless it has been shown that there are little interspecies<br />

differences in protein binding or that absorption is known to be complete<br />

in all the animals. In the past these provisos have not always been met,<br />

leading to incorrect interpretation <strong>of</strong> the data. In most reports the<br />

allometric scaling has used results from at least four species but in some<br />

cases up to 11 have been included. Practically this would involve an<br />

enormous resource and would be difficult when many compounds are<br />

being investigated. For this analysis it has been assumed that only one<br />

species will initially be used and the aim <strong>of</strong> this analysis was to find which<br />

single species would provide the best prediction <strong>of</strong> clearance compared to<br />

that found in man.<br />

Three methods have been used using data, wherever possible, from<br />

mouse, rat, rabbit, dog and monkey (macaques) in a total <strong>of</strong> 60<br />

compounds, with human unbound clearances ranging from 4 to 150 909 ml<br />

min −1 .<br />

Simple allometric equation<br />

Figure 4.1 shows a typical allometric relationship for the clearance <strong>of</strong> the<br />

anticancer drug, fotemustine, showing that equation (4.1) can be made<br />

linear for the determination <strong>of</strong> the variables by logarithmically<br />

transforming the body weight (W) and clearances (CL), as shown in<br />

equation (4.2) where the exponent b can be calculated from the slope <strong>of</strong><br />

the linear regression.<br />

(4.2)<br />

From this analysis <strong>of</strong> all the available papers, where this has been<br />

undertaken with more than four species using data taken from 29<br />

compounds, it was possible to show that the mean exponent (b) is<br />

approximately 0.70±0.15 for unbound clearance, but with a range <strong>of</strong> 0.92–<br />

0.28. This mean value is to be expected since it is comparable to the<br />

exponent for the allometric equation relating physiological rates and<br />

clearances to weight as for metabolic rate, body surface area, hepatic and<br />

renal blood flow, etc. Therefore it would seem that even without a specific<br />

knowledge <strong>of</strong> the clearance in a number <strong>of</strong> different species, it could be<br />

assumed that the exponent <strong>of</strong> 0.7 is a common factor for all chemicals, if it<br />

has not been previously determined. The coefficient a can subsequently be<br />

determined for each compound from only one species according to<br />

equation (4.1), and a predictive value for man determined.

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