The widespread application of Bayesian parameter estimation in the area of therapeutic drug monitoring (TDM) has prompted the need for well conducted population studies to obtain relevant prior pharmacokinetic parameter estimates. In many cases the population has consisted of a relatively small number of subjects. This may be unavoidable for drugs used in cancer chemotherapy or in small, specific populations of patients. In contrast, information about drugs which are used extensively, such as the aminoglycosides, can be obtained by population studies which involve a large number of individuals. Indeed, this technique has proved particularly useful for determining parameter estimates which can be employed in neonatal TDM. Bayesian parameter estimation has been most frequently used for drugs with narrow therapeutic ranges such as the aminoglycosides, cyclosporin, digoxin, anticonvulsants (especially phenytoin), lithium and theophylline. However, the technique has now been extended to cytotoxic drugs, Factor VIII and warfarin. Bayesian methods have also been used to limit the number of samples required in more conventional pharmacokinetic studies with new drugs. Further advances in the use of these methods are likely to include measures of drug response and toxicity requiring population studies which also include relevant pharmacodynamic information.
Pharmacokinetic data from 20-min constant rate infusions of the ACE inhibitor S-9780 1 mg to 16 subjects were studied for evidence of nonlinearity. A hierarchy of standard compartmental models and of nonlinear binding models was fitted to the data by least squares nonlinear regression and the most appropriate model was chosen on the basis of F-ratio tests, Schwarz criteria, and residual plots. A one-compartment model which included saturable tissue and plasma binding components allowed the best overall description of the data. Median parameter estimates from this model suggest that approximately 308 nmol of plasma binding sites and 572 nmol of tissue binding sites were present and that the total plasma concentration of S-9780 at 50% saturation of binding sites was 16.5 nmol L-1. The elimination half-life for free drug in plasma was only 30 min. This model describes the discrepancy previously noted between accumulation and apparent elimination half-lives for long-acting ACE inhibitors and offers a noninvasive method for assessment of tissue-bound ACE inhibitor in vivo.
A computer simulation technique used to evaluate the influence of several aspects of sampling designs on the efficiency of population pharmacokinetic parameter estimation is described. Although the simulations are restricted to the one-compartment one-exponential model, they provide the basis for a discussion of the structural aspects involved in designing a population study. These aspects include number of subjects required, number of samples per subject, and timing of these samples. Parameter estimates obtained from different sampling schedules based on two- and three-point designs are evaluated in terms of accuracy and precision. These simulated data sets include noise terms for both inter- and intraindividual variability. The results show that the population fixed-effect parameters (mean clearance and mean volume of distribution) for this simple pharmacokinetic model are efficiently estimated for most of the sampling schedules when two or three points are used, but the random-effect parameters (describing inter- and intraindividual variability) are inaccurate and imprecise for most of the sampling schedules when only two points are used. This drawback was remedied by increasing the number of data points per individual to three.
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