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线性及某些非线性药物处置的模型无关消除/分布函数分解的定理及推论。II. 应用于分布动力学评估的清除概念。

Theorems and implications of a model-independent elimination/distribution function decomposition of linear and some nonlinear drug dispositions. II. Clearance concepts applied to the evaluation of distribution kinetics.

作者信息

Gillespie W R, Veng-Pedersen P

出版信息

J Pharmacokinet Biopharm. 1985 Aug;13(4):441-51. doi: 10.1007/BF01061479.

Abstract

The disposition decomposition approach is employed to derive clearance parameters descriptive of drug distribution kinetics. The name distribution clearance, CLd, is given to a characteristic constant of linear and some nonlinear pharmacokinetic systems. CLd is the clearance associated with the steady-state rate of drug transfer from the peripheral tissues to the systemic circulation. Also introduced is the elimination clearance, CLe, which is associated with the total drug transfer rate from the systemic circulation in linear systems. Estimates of CLd and CLe are presented for several drugs.

摘要

采用处置分解方法来推导描述药物分布动力学的清除率参数。线性和一些非线性药代动力学系统的一个特征常数被命名为分布清除率(CLd)。CLd是与药物从外周组织向体循环的稳态转运速率相关的清除率。还引入了消除清除率(CLe),它与线性系统中药物从体循环的总转运速率相关。给出了几种药物的CLd和CLe估计值。

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