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Drug Targeting Organ-Specific Strategies

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13.3.3 Model of Boddy<br />

Boddy et al. [7] extended the model of Hunt by incorporating the pharmacokinetic behaviour<br />

of the drug–carrier conjugate, analogous to the model of Stella and Himmelstein. Therefore<br />

this model, depicted in Figure 13.5, is suited to the evaluation of the time course profile of<br />

drug concentrations in each compartment, in contrast to the model of Hunt. Also, they reduced<br />

the model by incorporating the elimination compartment within the central compartment.<br />

Furthermore, the model was simplified by assuming that the volumes of distribution<br />

are the same for the drug–carrier conjugate and the active drug. It is assumed that the blood<br />

flowing from the compartments carries the DC and D at concentrations equal to those within<br />

the compartments. In this specific case, the inter-compartmental clearances for both DC<br />

and D can be equated to the blood flow to the response and toxicity compartments. The authors<br />

presented their model as a three-compartment model. However, since each compartment<br />

may contain both the drug and the drug–carrier conjugate (which are treated as different<br />

entities), it might be more appropriate to refer to it as a six-compartment model. Finally,<br />

Boddy et al. [7] extended the model to a PK/PD model by incorporation of the pharmacodynamic<br />

equations analogous to Eq. 13.9 describing the therapeutic and toxic effect. Therefore<br />

this model is not only suitable for the evaluation of the effectiveness of drug targeting with<br />

respect to drug concentrations, but also with regard to the balance between therapeutic and<br />

toxic drug effects.<br />

13.3.4 Model of Rowland and McLachlan<br />

13.3 Pharmacokinetic Models for <strong>Drug</strong> <strong>Targeting</strong> 357<br />

Rowland and McLachlan [46] also extended the model of Hunt to allow the evaluation of the<br />

effect of a permeability barrier and plasma protein binding on drug uptake. The model of<br />

Rowland and McLachlan is based on the work of Aubrée-Lecat et al. [47], who investigated<br />

the influence of various parameters on the amount of a macromolecular drug taken up by the<br />

target tissue. In the model of Rowland and McLachlan the target site (target tissue) consists<br />

of three distinct sites: blood, interstitium, and cells. Although the paper refers mainly to regional<br />

drug delivery (for example, intra-arterial injection), their model allows the evaluation<br />

of the effect of a permeability barrier and plasma protein binding on the removal of the drug<br />

from the target site, which may be a critical step in the effectiveness of drug targeting (see<br />

Section 13.4). The influence of permeability and plasma protein binding is evaluated using<br />

the DTI (Section 13.4.2) as a measure of effectiveness of drug targeting.<br />

13.4 Measures of Effectiveness of <strong>Drug</strong> <strong>Targeting</strong><br />

For practical purposes, measures of the effectiveness of drug targeting are required. Such<br />

measures have been derived based on the pharmacokinetic profiles of the drug targeting system<br />

and that of the active drug.

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