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Pharmacokinetics and pharmacodynamics of topotecan administered daily for 5 days every 3 weeks.

作者信息

van Warmerdam L J, Verweij J, Schellens J H, Rosing H, Davies B E, de Boer-Dennert M, Maes R A, Beijnen J H

机构信息

Department of Pharmacy, Slotervaart Hospital, Amsterdam, The Netherlands.

出版信息

Cancer Chemother Pharmacol. 1995;35(3):237-45. doi: 10.1007/BF00686554.

Abstract

Topotecan is a novel semisynthetic derivative of the anticancer agent camptothecin and inhibits the intranuclear enzyme topoisomerase I. The lactone structure of topotecan, which is in equilibrium with the inactive ring-opened hydroxy acid, is essential for this activity. The open form predominates at physiological pH. We performed a pharmacokinetic study as part of a phase I study in patients with various types of solid tumors, where topotecan was administered in a 30-min infusion daily on 5 consecutive days every 3 weeks. The plasma kinetics of topotecan could be described best using an open two-compartment model with t1/2(alpha) and t1/2(beta) of 8.1 (range 0.3 to 40.7) min and 132 (range 49 to 286) min, respectively. The plasma concentration-time profiles of the metabolite, however, could be described using a one-compartment model with t1/2(formation) of 29.0 (range 5.6-99.5) min and t1/2 (elimination of 123.2 (range 32-265) min, respectively. The lactone was the predominate form during the first hour from the start of infusion, but was rapidly converted into its ring-opened structure. The elimination rate of topotecan was independent of the dose. There were linear relationships between the dose (mg m-2 day-1), the area under the plasma concentration versus time curve (AUC) of topotecan and its metabolite, the total AUC, peak plasma lactone concentrations, and the time period that the topotecan concentrations remained above 10 nM. Different models were used to correlate pharmacokinetic and pharmacodynamic parameters. The percentage decrease in absolute neutrophil count (ANC) was related to these parameters and plots were well fitted by linear and sigmoidal Emax models.

摘要

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