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采用五种给药方法对37例患者的万古霉素峰浓度和谷浓度进行模拟。

Simulation of vancomycin peak and trough concentrations using five dosing methods in 37 patients.

作者信息

Zokufa H Z, Rodvold K A, Blum R A, Riff L J, Fischer J H, Crossley K B, Rotschafer J C

机构信息

College of Pharmacy, University of Minnesota, Minneapolis.

出版信息

Pharmacotherapy. 1989;9(1):10-6. doi: 10.1002/j.1875-9114.1989.tb04097.x.

Abstract

Five methods of dosing vancomycin (Matzke, Moellering, Nielsen, Lake-Peterson, and manufacturer's) were simulated in 37 patients. Ten serum samples were obtained after a 1-hour intravenous infusion of 6.2-20 mg/kg total body weight. A preinfusion serum sample was obtained from patients not studied on the first dose. Initial estimates of pharmacokinetic values were made using nonlinear iterative least squares regression and serum concentration-time data. These data were fitted to a two-compartment, open-infusion model. Simulations of the peak and trough serum concentrations at steady state for each patient were determined by multiple-dose simulated pharmacokinetics and each patient's pharmacokinetic values using the regimen suggested by each of the five methods. Steady-state serum concentrations, predicted systemic clearance by each method (except Lake-Peterson), and the daily dose for each patient recommended by each method were determined. All the methods underpredicted actual drug clearance, with the Nielsen method having the lowest prediction. The Matzke method recommended the largest dosage. Using each of the methods, only 3-16% of patients would have achieved recommended peak and trough serum concentrations. In the simulation model used, no method performed satisfactorily in attaining the desired vancomycin peak and trough concentrations. We suggest that the Lake-Peterson method could be used initially, provided that monitoring is also performed to adjust the dosage regimen further.

摘要

在37例患者中模拟了5种万古霉素给药方法(马茨克法、莫勒林法、尼尔森法、莱克 - 彼得森法和生产商推荐法)。在静脉输注6.2 - 20mg/kg总体重1小时后采集10份血清样本。对于未在首剂进行研究的患者,采集输注前血清样本。使用非线性迭代最小二乘法回归和血清浓度 - 时间数据对药代动力学值进行初始估计。这些数据拟合到二室开放输注模型。通过多剂量模拟药代动力学和每个患者的药代动力学值,使用5种方法各自建议的给药方案,确定每位患者稳态时的血清峰浓度和谷浓度模拟值。确定稳态血清浓度、每种方法预测的全身清除率(莱克 - 彼得森法除外)以及每种方法为每位患者推荐的每日剂量。所有方法均低估了实际药物清除率,尼尔森法的预测值最低。马茨克法推荐的剂量最大。使用每种方法时,只有3% - 16%的患者能够达到推荐的血清峰浓度和谷浓度。在所使用的模拟模型中,没有一种方法在达到所需的万古霉素峰浓度和谷浓度方面表现令人满意。我们建议,最初可以使用莱克 - 彼得森法,但前提是也要进行监测以进一步调整给药方案。

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