{"title":"基于肾小球滤过率的比例方法是否足以预测具有被动肾小管重吸收功能的药物的儿科肾清除率?PBPK建模的启示。","authors":"Sanwang Li, Xuexin Ye, Qiushi Wang, Zeneng Cheng, Feiyan Liu, Feifan Xie","doi":"10.1002/psp4.13254","DOIUrl":null,"url":null,"abstract":"<p><p>Empirical maturation models (e.g., Johnson and Rhodin models) for glomerular filtration rate (GFR) are commonly used as scaling factors for predicting pediatric renal clearance, but their predictive performance for drugs featured with tubular reabsorption is poorly understood. This study investigated the adequacy of GFR-based scaling models for predicting pediatric renal clearance in drugs with passive tubular reabsorption by comparing with a mechanistic kidney model (Mech-KiM) that encompasses the physiological processes of glomerular filtration, tubular secretion, and reabsorption. The analysis utilized hypothetical drugs with varying fractions of tubular reabsorption (F<sub>reabs</sub>), alongside the model drug metronidazole, which has a F<sub>reabs</sub> of 96%. Our simulations showed that when F<sub>reabs</sub> is ≤70%, the discrepancies between the GFR-based scaling methods and the Mech-KiM model in predicting pediatric renal clearance were generally within a twofold range throughout childhood. However, for drugs with substantial tubular reabsorption (e.g., F<sub>reabs</sub> > 70%), discrepancies greater than twofold were observed between the GFR-based scaling methods and the Mech-KiM model in predicting renal clearance for young children. In neonates, the differences ranged from 5- to 10-fold when the adult F<sub>reabs</sub> was 95%. Pediatric physiologically based pharmacokinetic (PBPK) modeling of metronidazole revealed that using a GFR-based scaling method (Johnson model) significantly overestimated drug concentrations in children under 2 months, whereas utilizing the Mech-KiM model for renal clearance predictions yielded estimates closely aligned with observed concentrations. Our study demonstrates that using GFR-based scaling models to predict pediatric renal clearance might be inadequate for drugs with extensive passive tubular reabsorption (e.g., F<sub>reabs</sub> > 70%).</p>","PeriodicalId":10774,"journal":{"name":"CPT: Pharmacometrics & Systems Pharmacology","volume":" ","pages":""},"PeriodicalIF":3.1000,"publicationDate":"2024-10-15","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Is the GFR-based scaling approach adequate for predicting pediatric renal clearance of drugs with passive tubular reabsorption? 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Our simulations showed that when F<sub>reabs</sub> is ≤70%, the discrepancies between the GFR-based scaling methods and the Mech-KiM model in predicting pediatric renal clearance were generally within a twofold range throughout childhood. However, for drugs with substantial tubular reabsorption (e.g., F<sub>reabs</sub> > 70%), discrepancies greater than twofold were observed between the GFR-based scaling methods and the Mech-KiM model in predicting renal clearance for young children. In neonates, the differences ranged from 5- to 10-fold when the adult F<sub>reabs</sub> was 95%. Pediatric physiologically based pharmacokinetic (PBPK) modeling of metronidazole revealed that using a GFR-based scaling method (Johnson model) significantly overestimated drug concentrations in children under 2 months, whereas utilizing the Mech-KiM model for renal clearance predictions yielded estimates closely aligned with observed concentrations. 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引用次数: 0
摘要
肾小球滤过率(GFR)的经验成熟模型(如约翰逊模型和罗丹模型)通常用作预测小儿肾脏清除率的比例因子,但它们对以肾小管重吸收为特征的药物的预测性能却知之甚少。本研究通过与包含肾小球滤过、肾小管分泌和重吸收生理过程的机理肾脏模型(Mech-KiM)进行比较,研究了基于 GFR 的比例模型是否足以预测具有被动肾小管重吸收功能的药物的小儿肾脏清除率。分析利用了肾小管重吸收比例(Freabs)不同的假定药物,以及 Freabs 为 96% 的模型药物甲硝唑。我们的模拟结果表明,当 Freabs≤70% 时,基于 GFR 的缩放方法和 Mech-KiM 模型在预测小儿肾脏清除率方面的差异在整个儿童期一般在 2 倍范围内。然而,对于具有大量肾小管重吸收功能的药物(如 Freabs > 70%),基于 GFR 的缩放方法和 Mech-KiM 模型在预测幼儿肾清除率方面的差异超过 2 倍。在新生儿中,当成人 Freabs 为 95% 时,差异从 5 倍到 10 倍不等。对甲硝唑的儿科生理药代动力学(PBPK)建模显示,使用基于 GFR 的缩放方法(Johnson 模型)会明显高估 2 个月以下儿童的药物浓度,而使用 Mech-KiM 模型预测肾清除率的结果与观察到的浓度非常接近。我们的研究表明,使用基于 GFR 的比例模型来预测儿科肾脏清除率,可能不足以预测具有广泛被动肾小管重吸收作用(如 Freabs > 70%)的药物。
Is the GFR-based scaling approach adequate for predicting pediatric renal clearance of drugs with passive tubular reabsorption? Insights from PBPK modeling.
Empirical maturation models (e.g., Johnson and Rhodin models) for glomerular filtration rate (GFR) are commonly used as scaling factors for predicting pediatric renal clearance, but their predictive performance for drugs featured with tubular reabsorption is poorly understood. This study investigated the adequacy of GFR-based scaling models for predicting pediatric renal clearance in drugs with passive tubular reabsorption by comparing with a mechanistic kidney model (Mech-KiM) that encompasses the physiological processes of glomerular filtration, tubular secretion, and reabsorption. The analysis utilized hypothetical drugs with varying fractions of tubular reabsorption (Freabs), alongside the model drug metronidazole, which has a Freabs of 96%. Our simulations showed that when Freabs is ≤70%, the discrepancies between the GFR-based scaling methods and the Mech-KiM model in predicting pediatric renal clearance were generally within a twofold range throughout childhood. However, for drugs with substantial tubular reabsorption (e.g., Freabs > 70%), discrepancies greater than twofold were observed between the GFR-based scaling methods and the Mech-KiM model in predicting renal clearance for young children. In neonates, the differences ranged from 5- to 10-fold when the adult Freabs was 95%. Pediatric physiologically based pharmacokinetic (PBPK) modeling of metronidazole revealed that using a GFR-based scaling method (Johnson model) significantly overestimated drug concentrations in children under 2 months, whereas utilizing the Mech-KiM model for renal clearance predictions yielded estimates closely aligned with observed concentrations. Our study demonstrates that using GFR-based scaling models to predict pediatric renal clearance might be inadequate for drugs with extensive passive tubular reabsorption (e.g., Freabs > 70%).