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米氏代谢物形成动力学:将曲线下面积和代谢物回收率与给药剂量相关联的方程式。

Michaelis-Menten metabolite formation kinetics: equations relating area under the curve and metabolite recovery to the administered dose.

作者信息

Chow A T, Jusko W J

机构信息

Department of Pharmaceutics, School of Pharmacy, State University of New York, Buffalo 14260.

出版信息

J Pharm Sci. 1990 Oct;79(10):902-6. doi: 10.1002/jps.2600791012.

Abstract

A computational approach which concomitantly determines the capacity-limited rate constants of parent drug elimination and metabolite formation is presented. The approach applies both the presently derived total excretory recovery versus dose relationships of the metabolite and the AUC versus dose relationships of the parent drug to identify the parameters. Three parent drug elimination conditions were assessed: pooled first-order, pooled Michaelis-Menten, and parallel first-order and pooled Michaelis-Menten kinetics. Model and parameter identification criteria are discussed. Literature data for theophylline and two of its metabolites in rats were examined to reveal pooled Michaelis-Menten elimination kinetics of theophylline and capacity-limited formation of the metabolites. The proposed technique is useful for quantitating commonly obtained nonlinear drug disposition data such as AUC and amount of metabolites excreted.

摘要

本文提出了一种计算方法,该方法可同时确定母体药物消除和代谢产物形成的容量限制速率常数。该方法应用了目前推导得到的代谢产物总排泄回收率与剂量的关系以及母体药物的AUC与剂量的关系来确定参数。评估了三种母体药物消除情况:合并一级动力学、合并米氏动力学以及平行一级动力学和合并米氏动力学。讨论了模型和参数识别标准。研究了大鼠体内茶碱及其两种代谢产物的文献数据,以揭示茶碱的合并米氏消除动力学和代谢产物的容量限制形成。所提出的技术可用于定量常见的非线性药物处置数据,如AUC和排泄的代谢产物量。

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