García M J, Gavira R, Santos Buelga D, Dominguez-Gil A
Department of Pharmacy and Pharmaceutical Technology, School of Pharmacy, University of Salamanca, Spain.
Ther Drug Monit. 1994 Aug;16(4):380-7. doi: 10.1097/00007691-199408000-00008.
The present work evaluated the performance of two computer programs: Drugcalc, which utilizes the bayesian (method 1) approach and PKS, which can utilize both the non-bayesian (method 2) and bayesian (method 3) approaches. Both programs permit the introduction of serum level data obtained in both situations: steady-state and nonsteady-state. The prediction of phenytoin concentrations (n = 771) were made from steady-state (n = 378) and nonsteady-state (n = 175), and combined steady-state and nonsteady-state (n = 218) concentrations. The observed serum concentrations (at least two nonsteady-state and two steady-state per patient) were collected under routine clinical conditions in 15 patients receiving this drug. The main contribution to prediction errors is attributed to the difference between doses corresponding to the predicted and feedback serum concentrations, dD, in such a way that when the errors obtained for dD > or = 100 mg/day are excluded, the predictive performance increases significantly for all methods. In this sense, increases in precision were 87, 64, and 66% for methods 1, 2, and 3, respectively. Moreover, when dD < 100 mg/day, nonsteady-state feedback concentrations (< or = 3) only afforded clinically acceptable predictions (ME +/- SD < 3 mg/L) when they were combined with at least one steady-state datum value, and the bayesian approach was used. Despite this, for all the methods analyzed, nonsteady-state data are seen to be useful for detecting situations of potential toxicity in a significant proportion of cases (71.4-84.6%) and, when method 3 is used, may offer useful information for the adjustment of dosage schedules.
Drugcalc程序采用贝叶斯方法(方法1),PKS程序既可以采用非贝叶斯方法(方法2),也可以采用贝叶斯方法(方法3)。两个程序都允许输入在稳态和非稳态两种情况下获得的血清水平数据。苯妥英浓度(n = 771)的预测基于稳态浓度(n = 378)、非稳态浓度(n = 175)以及稳态和非稳态合并浓度(n = 218)。在15例接受该药物治疗的患者的常规临床条件下收集了观察到的血清浓度(每位患者至少两个非稳态和两个稳态浓度)。预测误差的主要来源归因于预测血清浓度与反馈血清浓度对应的剂量之间的差异dD,这样一来,当排除dD>或= 100 mg/天所获得的误差时,所有方法的预测性能均显著提高。从这个意义上讲,方法1、2和3的精度分别提高了87%、64%和66%。此外,当dD < 100 mg/天时,只有在将非稳态反馈浓度(≤3)与至少一个稳态数据值相结合并采用贝叶斯方法时,才能提供临床上可接受的预测(平均误差±标准差< 3 mg/L)。尽管如此,对于所有分析的方法,非稳态数据在很大比例的病例(71.4 - 84.6%)中被证明可用于检测潜在毒性情况,并且当使用方法3时,可能为调整给药方案提供有用信息。