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利福平在亚洲象结核病治疗中的群体药代动力学

Population pharmacokinetics of rifampin in the treatment of Mycobacterium tuberculosis in Asian elephants.

作者信息

Egelund E F, Isaza R, Brock A P, Alsultan A, An G, Peloquin C A

机构信息

Department of Pharmacotherapy and Translational Research, College of Pharmacy, University of Florida, Gainesville, FL, USA.

出版信息

J Vet Pharmacol Ther. 2015 Apr;38(2):137-43. doi: 10.1111/jvp.12156. Epub 2014 Sep 18.

Abstract

The objective of this study was to develop a population pharmacokinetic model for rifampin in elephants. Rifampin concentration data from three sources were pooled to provide a total of 233 oral concentrations from 37 Asian elephants. The population pharmacokinetic models were created using Monolix (version 4.2). Simulations were conducted using ModelRisk. We examined the influence of age, food, sex, and weight as model covariates. We further optimized the dosing of rifampin based upon simulations using the population pharmacokinetic model. Rifampin pharmacokinetics were best described by a one-compartment open model including first-order absorption with a lag time and first-order elimination. Body weight was a significant covariate for volume of distribution, and food intake was a significant covariate for lag time. The median Cmax of 6.07 μg/mL was below the target range of 8-24 μg/mL. Monte Carlo simulations predicted the highest treatable MIC of 0.25 μg/mL with the current initial dosing recommendation of 10 mg/kg, based upon a previously published target AUC0-24/MIC > 271 (fAUC > 41). Simulations from the population model indicate that the current dose of 10 mg/kg may be adequate for MICs up to 0.25 μg/mL. While the targeted AUC/MIC may be adequate for most MICs, the median Cmax for all elephants is below the human and elephant targeted ranges.

摘要

本研究的目的是建立大象体内利福平的群体药代动力学模型。汇总了来自三个来源的利福平浓度数据,以提供37头亚洲象的总共233个口服浓度数据。使用Monolix(4.2版)创建群体药代动力学模型。使用ModelRisk进行模拟。我们研究了年龄、食物、性别和体重作为模型协变量的影响。我们基于群体药代动力学模型的模拟进一步优化了利福平的给药剂量。利福平的药代动力学最好用一个一室开放模型来描述,该模型包括具有滞后时间的一级吸收和一级消除。体重是分布容积的一个显著协变量,食物摄入量是滞后时间的一个显著协变量。6.07μg/mL的中位Cmax低于8 - 24μg/mL的目标范围。基于先前公布的目标AUC0 - 24/MIC > 271(fAUC > 41),蒙特卡洛模拟预测在当前10mg/kg的初始给药建议下,最高可治疗的MIC为0.25μg/mL。群体模型的模拟表明,目前10mg/kg的剂量对于高达0.25μg/mL的MIC可能是足够的。虽然目标AUC/MIC对于大多数MIC可能是足够的,但所有大象的中位Cmax低于人类和大象的目标范围。

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