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Let adequate sensitivity be defined as the ability to detect a uniformly distributed whole-body dermal dose at or above 1% of a nominal chronic No-Effect Level [NOEL] of 100 mg/kg; that is a desirable dermal dose measurable threshold of 1 mg/kg. For a "standard" 70 kg person, 1 mg/kg equates to a 70 mg deposited dose.

The comparison below is generous toward biological monitoring because a 10% absorption fraction is actually a large fraction. Because blood in particular is a transient compartment, the real LOQ is likely to be 10 or 100 times that shown in Table 4. Thus, the proportionate sensitivity of the patch dosimeter is likely to be better than the other options by factors of at least 3 to more than 30 fold.
  • Table 4 presents a summary of this comparison.

For Patch Dosimeters:
  • 70 mg evenly distributed on the 1.92 m2 of a "standard" person's skin, is 3.65 g/cm2 (line D in Table 4). A pair of 3" dosimeters (of approximately 50 cm2 collecting area) at a given location would receive approximately 182 g (line F). If the laboratory sample were extracted into a volume of 50 mL (a practical cost option), the resulting limit of quantification (LOQ) is 3.6 g/mL. If the laboratory sample were concentrated into a volume of 10 mL (at some additional cost), the resulting limit of quantification (LOQ) is 18 g/mL (ppm on line H). Of course when a dermal distribution is non-uniform, one (or more) dosimeter(s) may have easily measurable levels while those on other body locations could be undetectable, leading to issues of how to interpret non-detectable samples.
For Blood:
  • Assuming 10% of a 70 mg dose is instantaneously absorbed (line A in Table 4) into the 5 L of blood in a typical human body, the blood concentration would be 1.4 g/mL (line D). If a large 10 mL blood sample were collected, the initial sample would contain 14 g (line F). The LOQ would be proportional to the above sample mass divided by the extraction volume which will be assumed herein to be the same for blood or urine as for a dosimeter extraction solvent. One of the problems with blood is its complex nature, making it difficult to get high extraction efficiencies; a higher initial solvent extraction volume would have to be reduced to 10 mL. Another problem is that blood is a transient metabolic compartment within the body; an absorbed molecule would only stay in the blood long enough to be transported to a target or metabolic organ such as the liver. Thus, only a fraction (perhaps 1% to 10%) of the absorbed dose will be in the blood at any sampling time.
For Urine:
  • Assuming the same 10% of a 70 mg dose is absorbed and all of it is excreted (it is possible although not likely for more than 100% of a molar equivalent metabolite to be excreted) into 1.5 L of urine in 24-hours, the urine concentration would be 4.67 g/mL (line D in Table 4). If the entire specimen were processed, the sample would contain 7000 g; if only a more normal 100 mL aliquot were processed, the sample would contain 467 g (line F). And again assuming the solvent extraction volume is reduced to 10 mL (line G), leaves a 47 ppm LOQ.