el-Sayed Y M
Department of Pharmaceutical Technology, Faculty of Pharmacy, Jordan University of Science and Technology, Irbid.
J Clin Pharm Ther. 1989 Apr;14(2):119-26. doi: 10.1111/j.1365-2710.1989.tb00230.x.
Performance of two methods for determination of the apparent volume of distribution (Vd) and the elimination half-life (t1/2) for gentamicin was evaluated in 20 non-obese acutely ill patients. The patients had varying degrees of renal function. Initial creatinine clearance ranged from 22.7-103.1 ml/min, with a mean value (+/- SEM) of 63.26 (+/- 5.74) ml/min, and serum creatinine concentration was 1.37 (+/- 0.13) mg/dl, with a range of 0.70-3.0 mg/dl. The total daily dose of gentamicin ranged from 1.85-4.71 mg/kg. Two different methods were used for Vd calculation: the Hull-Sarubbi method and Chiou midpoint-back-extrapolation method. For t1/2 estimation, the Hull-Sarubbi and Cutler methods were used. These values were compared with the values obtained by the Sawchuk-Zaske method. Mean predicted error (ME), mean absolute error (MAE), and root mean squared error (RMSE) were calculated for each method. Prediction bias and precision were compared statistically between each method by calculating the 95% confidence intervals of the delta MA and delta MAE, respectively. The MAEs revealed that the precision of Vd predictions were within 1.04 litre and 0.62 litre for the Hull-Sarubbi and Chiou methods, respectively. For the elimination half-life, none of the methods performance exhibited substantial bias. The Hull-Sarubbi method, however, was less biased and more precise than the Cutler method.
在20名非肥胖急性病患者中评估了两种测定庆大霉素表观分布容积(Vd)和消除半衰期(t1/2)的方法。这些患者的肾功能程度各异。初始肌酐清除率范围为22.7 - 103.1 ml/分钟,平均值(±标准误)为63.26(±5.74)ml/分钟,血清肌酐浓度为1.37(±0.13)mg/dl,范围为0.70 - 3.0 mg/dl。庆大霉素的每日总剂量范围为1.85 - 4.71 mg/kg。使用两种不同方法计算Vd:赫尔 - 萨鲁比方法和邱氏中点反向外推法。对于t1/2估计,使用了赫尔 - 萨鲁比方法和卡特勒方法。将这些值与通过索丘克 - 扎斯克方法获得的值进行比较。计算每种方法的平均预测误差(ME)、平均绝对误差(MAE)和均方根误差(RMSE)。通过分别计算δMA和δMAE的95%置信区间,对每种方法之间的预测偏差和精密度进行统计学比较。MAE显示,赫尔 - 萨鲁比方法和邱氏方法对Vd预测的精密度分别在1.04升和0.62升以内。对于消除半衰期,没有一种方法的性能表现出明显偏差。然而,赫尔 - 萨鲁比方法比卡特勒方法偏差更小且更精确。