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多柔比星药代动力学的有限采样模型

Limited sampling models for doxorubicin pharmacokinetics.

作者信息

Ratain M J, Robert J, van der Vijgh W J

机构信息

Department of Medicine, University of Chicago Pritzker School of Medicine, IL.

出版信息

J Clin Oncol. 1991 May;9(5):871-6. doi: 10.1200/JCO.1991.9.5.871.

Abstract

Although doxorubicin is one of the most commonly used antineoplastics, no studies to date have clearly related the area under the concentration-time curve (AUC) to toxicity or response. The limited sampling model has recently been shown to be a feasible method for estimating the AUC to facilitate pharmacodynamic studies. Data from two previous studies of doxorubicin pharmacokinetics were used, including 26 patients with sarcoma and five patients with breast cancer or unknown primary. The former were divided into a training data set of 15 patients and a test datum set of 11 patients, and the latter patients formed a second test data set. The model was developed by stepwise multiple regression on the training data set: AUC (nanogram hour per milliliter) = 17.39 C2 + 163 C48-111.0 [dose/(50 mg/m2)], where C2 and C48 are the concentrations at 2 and 48 hours after bolus dose. The model was subsequently validated on both test data sets: first test data set--mean predictive error (MPE), 4.7%; root mean square error (RMSE), 12.4%; second test data set--MPE, 4.5%, RMSE, 9.2%. An additional model was also generated using a simulated time point to estimate the total AUC for a daily x 3-day schedule: AUC (nanogram hour per milliliter) = 44.79 C2 + 175.65 C48 + 47.25 [dose/(25 mg/m2/d)], where the C48 is obtained just prior to the third dose. We conclude that the AUC of doxorubicin after bolus administration can be adequately estimated from two timed plasma concentrations.

摘要

尽管阿霉素是最常用的抗肿瘤药物之一,但迄今为止尚无研究明确将浓度-时间曲线下面积(AUC)与毒性或反应相关联。最近已证明有限采样模型是一种估算AUC以促进药效学研究的可行方法。使用了先前两项关于阿霉素药代动力学研究的数据,包括26例肉瘤患者和5例乳腺癌或原发灶不明的患者。前者被分为一个由15例患者组成的训练数据集和一个由11例患者组成的测试数据集,后者组成第二个测试数据集。该模型通过对训练数据集进行逐步多元回归得出:AUC(纳克·小时/毫升)= 17.39 C2 + 163 C48 - 111.0 [剂量/(50 mg/m²)],其中C2和C48是推注剂量后2小时和48小时的浓度。该模型随后在两个测试数据集上进行了验证:第一个测试数据集——平均预测误差(MPE)为4.7%;均方根误差(RMSE)为12.4%;第二个测试数据集——MPE为4.5%,RMSE为9.2%。还使用一个模拟时间点生成了另一个模型,以估算每日×3天给药方案的总AUC:AUC(纳克·小时/毫升)= 44.79 C2 + 175.65 C48 + 47.25 [剂量/(25 mg/m²/天)],其中C48是在第三次给药前测得的。我们得出结论,从两个定时血浆浓度可以充分估算推注给药后阿霉素的AUC。

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