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比较在急性护理环境下接受静脉万古霉素治疗的患者中 24 小时血浆浓度时间曲线下面积计算的数学方程和梯形法。

Comparison of the mathematical equation and trapezoidal approach for 24 h area under the plasma concentration-time curve calculation in patients who received intravenous vancomycin in an acute care setting.

机构信息

Department of Pharmacy, Faculty of Medicine Siriraj Hospital, Mahidol University, Bangkok, Thailand.

Department of Pharmacy Practice, College of Pharmacy, Rangsit University, Pathum Thani, Thailand.

出版信息

Pharmacol Res Perspect. 2023 Feb;11(1):e01046. doi: 10.1002/prp2.1046.

Abstract

The current recommendation for therapeutic monitoring of vancomycin has recently suggested AUC-guided dosing in patients with serious methicillin-resistant Staphylococcus aureus infections. The study objective was to evaluate mathematical equations and trapezoidal methods for calculating the 24 h area under the plasma vancomycin concentration-time curve (AUC24). The analysis of plasma vancomycin concentrations was performed in 20 adult patients treated with intravenous vancomycin. For each patient, AUC24 was estimated using two methods including, equation and trapezoidal calculation. The AUC24 from two methods was analyzed for correlation. The correlation between the equation and trapezoidal methods was strong. The coefficient of determination (R ) values was greater than .99. The two plasma vancomycin concentrations to achieve the highest correlation were concentration at 2.5 to 3 h after starting the infusion and concentration at 1 h before the next dose. Moreover, the AUC24 calculation from trapezoidal and equation methods showed that 19 out of 20 patients (95%) had AUC24 of more than 400 mg·h/L, and more than 50% in this group had AUC24/MIC greater than 600. Of those patients with AUC-trapezoidal >600, 15.38% of patients had trough under 15 mg/L, 15.38% of patients had trough in the range 15 to 20 mg/L and 69.23% of patients had trough more than 20 mg/L. The results of AUC-equation were similar to those of the AUC-trapezoidal method. Our study confirmed that the AUC monitoring is more appropriate than the trough vancomycin concentration. Given these considerations, the AUC-equation method is better and more practical to use in part of a point-of-care treatment, especially in the part of the Bayesian program is not available. The best sampling time point of the peak concentration was 0.5-1 h after 2-h infusion.

摘要

目前,万古霉素治疗药物监测的建议最近建议在患有严重耐甲氧西林金黄色葡萄球菌感染的患者中进行 AUC 指导下的给药。本研究的目的是评估计算 24 小时血浆万古霉素浓度-时间曲线下面积(AUC24)的数学方程和梯形方法。对 20 例接受静脉万古霉素治疗的成年患者的血浆万古霉素浓度进行分析。对于每个患者,使用包括方程和梯形计算在内的两种方法来估计 AUC24。使用两种方法估计的 AUC24 进行相关性分析。方程和梯形方法之间的相关性很强。决定系数(R)值大于 0.99。两种血浆万古霉素浓度之间具有最高相关性的是输注开始后 2.5 至 3 小时的浓度和下次剂量前 1 小时的浓度。此外,梯形法和方程法计算的 AUC24 表明,20 例患者中有 19 例(95%)的 AUC24 超过 400mg·h/L,其中 50%以上的 AUC24/MIC 大于 600。在 AUC 梯形法>600 的患者中,15.38%的患者谷值低于 15mg/L,15.38%的患者谷值在 15 至 20mg/L 之间,69.23%的患者谷值超过 20mg/L。AUC 方程的结果与 AUC 梯形法的结果相似。我们的研究证实 AUC 监测比谷值万古霉素浓度更合适。考虑到这些因素,AUC 方程方法在部分即时治疗中更有效且更实用,特别是在没有贝叶斯程序的部分。峰值浓度的最佳采样时间点是 2 小时输注后 0.5-1 小时。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/83b0/9806189/ad1f22d20db3/PRP2-11-e01046-g004.jpg

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