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具有米氏消除动力学的二室开放模型在胆管外引流大鼠丙戊酸研究中的应用。

Application of the two-compartment open model with Michaelis-Menten elimination kinetics to valproic acid in the bile-exteriorized rat.

作者信息

Lawyer C H, Gerber N, Lynn R K, Dickinson R G

出版信息

Res Commun Chem Pathol Pharmacol. 1980 Mar;27(3):469-84.

PMID:6770426
Abstract

The concentration profile of valproic acid (VPA) in bile-exteriorized rats given an i.v. bolus of 15 mg sodium valproate (NaVPA) per kg has been previously shown to exhibit a limited distribution phase and first-order elimination kinetics (two-compartment open model). At a higher dose of 150 mg NaVPA/kg, the initial elimination was non-linear (capacity-limited). Using an 'iterative modified Euler integration technique,' the results have been fitted to a pharmacokinetic model which allows for both two-compartment redistribution of drug as well as saturable Michaelis-Menten elimination kinetics. A combined pharmacokinetic model of this type has not been previously described.

摘要

先前的研究表明,在静脉注射每千克15毫克丙戊酸钠(NaVPA)的胆汁外引流大鼠中,丙戊酸(VPA)的浓度曲线呈现出有限的分布相和一级消除动力学(二室开放模型)。在更高剂量150毫克NaVPA/千克时,初始消除是非线性的(容量受限)。使用“迭代修正欧拉积分技术”,结果已被拟合到一个药代动力学模型,该模型既考虑了药物的二室再分布,也考虑了饱和的米氏消除动力学。此前尚未描述过这种类型的联合药代动力学模型。

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