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Time-varying covariates, overadjustment bias and mediation in pharmacokinetic/pharmacodynamic modeling 药代动力学/药效学模型中的时变协变量、过度调整偏差和中介作用。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-07-16 DOI: 10.1002/psp4.13200
Sebastiaan Camiel Goulooze, Nelleke Snelder
<p>Overadjustment bias is a term used in epidemiology to refer to the situation where bias is introduced when controlling for a variable in the analysis, for example, by including the variable as a covariate in a model.<span><sup>1, 2</sup></span> There are several situations in which inclusion of covariates can cause overadjustment bias, two of which are graphically illustrated in Figure 1. In the first example, the drug exposure has a certain causal effect on the outcome and part of this causal effect is mediated by an intermediate. Because part of the causal effect of exposure on outcome is explained by the effect of exposure on the intermediate, including the intermediate as a covariate in the model will result in a biased (i.e., under-estimated) estimate of the total effect of exposure on the outcome. In the second example, in Figure 1, the potential covariate is a descendant or consequence of the outcome.</p><p>The risk of overadjustment bias lies particularly in those covariates that are included in the model in a time-varying fashion or when using a time-constant, but post-baseline value as a covariate (e.g., the value observed at 3-months after treatment start in each subject). In contrast, the covariate values at baseline are not affected by treatment (assuming treatment starts at baseline) and one would therefore not expect overadjustment bias when including baseline covariates in a model.</p><p>Although overadjustment bias is rarely discussed within the context of PK/PD modeling, it is by no means less important for this setting. In a PK/PD model, the scenarios above would result in an under-estimated treatment effect. This bias could negatively impact real-life decisions. It may lead one to incorrectly conclude that the treatment is not effective (enough) or that a higher concentration may be needed to reach the target efficacy. Overadjustment bias could also result in overly conservative sample size calculations for a future clinical study.</p><p>To demonstrate the importance of overadjustment bias, we performed several illustrative simulations of a hypothetical placebo-controlled study (R code included in the Supplemental Material S1). Simulations were conducted for three scenarios involving a time-varying covariate influencing a numerical outcome variable (Figure 2a). Each scenario was simulated 1000 times, with each dataset containing 100 subjects that each have six observations for both covariate and outcome variables.</p><p>Scenario 1 assumes a direct treatment effect on the outcome, which is not mediated by the time-varying covariate (i.e., treatment does not have any effect on the covariate in this scenario). In Scenario 2, the treatment effect on the outcome is entirely mediated by the time-varying covariate: drug treatment lowers the covariate, which lowers the outcome value. Scenario 3 represents a hybrid scenario with 50% direct and 50% mediated treatment effects. The total treatment effect for a specific drug concentrati
SCG 获得了 Van Wersch Springboard 基金的个人资助。
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引用次数: 0
Bridging pharmacology and neural networks: A deep dive into neural ordinary differential equations 药理学与神经网络的桥梁:深入研究神经常微分方程。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-07-11 DOI: 10.1002/psp4.13149
Idris Bachali Losada, Nadia Terranova

The advent of machine learning has led to innovative approaches in dealing with clinical data. Among these, Neural Ordinary Differential Equations (Neural ODEs), hybrid models merging mechanistic with deep learning models have shown promise in accurately modeling continuous dynamical systems. Although initial applications of Neural ODEs in the field of model-informed drug development and clinical pharmacology are becoming evident, applying these models to actual clinical trial datasets—characterized by sparse and irregularly timed measurements—poses several challenges. Traditional models often have limitations with sparse data, highlighting the urgent need to address this issue, potentially through the use of assumptions. This review examines the fundamentals of Neural ODEs, their ability to handle sparse and irregular data, and their applications in model-informed drug development.

机器学习的出现带来了处理临床数据的创新方法。其中,神经常微分方程(Neural ODEs)这种融合了机理模型和深度学习模型的混合模型在准确模拟连续动态系统方面大有可为。尽管神经 ODEs 在以模型为依据的药物开发和临床药理学领域的初步应用正变得越来越明显,但将这些模型应用于实际临床试验数据集却面临着一些挑战,这些数据集的特点是测量数据稀疏且时间不规则。在数据稀少的情况下,传统模型往往存在局限性,这就凸显了解决这一问题的迫切性,有可能通过使用假设来解决。本综述探讨了神经 ODE 的基本原理、其处理稀疏和不规则数据的能力及其在模型指导药物开发中的应用。
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引用次数: 0
A literature review of drug transport mechanisms during lactation 哺乳期药物转运机制文献综述。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-07-07 DOI: 10.1002/psp4.13195
Christine Gong, Lynn N. Bertagnolli, David W. Boulton, Paola Coppola

Despite the benefits of breastfeeding, lactating mothers who take prescribed medications may discontinue breastfeeding due to concerns associated with infant drug exposure in breastmilk. Consolidating the current knowledge of drug transport to breastmilk may inform understanding of the safety of medication use during lactation. This literature review summarizes the mechanisms of drug transport to breastmilk, details the physicochemical drug properties that may alter the extent of passive transport, and describes the expressional changes in mammary drug transporters that may affect active transport. During the period of 20 July 2023 to 11 August 2023, PubMed® was searched to identify journal articles pertinent to the mechanisms of drug transport from maternal plasma to breastmilk and the expression of mammary drug transporters during lactation. From the 28 studies included in this review, four mechanisms were identified for transporting drugs from maternal plasma to breastmilk: passive transport, active transport, lipid co-transport, and transcytosis. The lactational expression of 20 drug transporters was further summarized, with 9 transporters demonstrating downregulated expression during lactation and 11 transporters demonstrating upregulated expression during lactation. Understanding the mechanisms of drug transport to breastmilk may aid in estimating infant drug exposure, developing physiologically based pharmacokinetic (PBPK) models that describe drug transfer, and initiating clinical drug development programs in the lactating population.

尽管母乳喂养有很多好处,但服用处方药的哺乳期母亲可能会因为担心婴儿在母乳中接触到药物而停止母乳喂养。整合目前有关药物在母乳中转运的知识可帮助人们了解哺乳期用药的安全性。本文献综述总结了药物向母乳转运的机制,详细介绍了可能改变被动转运程度的药物理化特性,并描述了可能影响主动转运的乳腺药物转运体的表达变化。在 2023 年 7 月 20 日至 2023 年 8 月 11 日期间,我们检索了 PubMed®,以确定与药物从母体血浆转运到母乳的机制以及哺乳期乳腺药物转运体的表达有关的期刊文章。在纳入本综述的 28 项研究中,确定了药物从母体血浆转运到母乳的四种机制:被动转运、主动转运、脂质共转运和转囊作用。研究进一步总结了 20 种药物转运体在哺乳期的表达情况,其中 9 种转运体在哺乳期表达下调,11 种转运体在哺乳期表达上调。了解药物在母乳中的转运机制有助于估算婴儿的药物暴露量、开发描述药物转运的生理药代动力学(PBPK)模型,以及在哺乳期人群中启动临床药物开发项目。
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引用次数: 0
Dose optimization of cefazolin in South African children undergoing cardiac surgery with cardiopulmonary bypass 在接受心肺旁路心脏手术的南非儿童中优化头孢唑啉的剂量。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-07-04 DOI: 10.1002/psp4.13196
Manna Semere Gebreyesus, Alexandra Dresner, Lubbe Wiesner, Ettienne Coetzee, Tess Verschuuren, Roeland Wasmann, Paolo Denti

Cefazolin is an antibiotic used to prevent surgical site infections. During cardiac surgery with cardiopulmonary bypass (CPB), its efficacy target could be underachieved. We aimed to develop a population pharmacokinetic model for cefazolin in children and optimize the prophylactic dosing regimen. Children under 25 kg undergoing cardiac surgery with CPB and receiving cefazolin at standard doses (50 mg/kg IV every 4–6 h) were included in this analysis. A population pharmacokinetic model and Monte Carlo simulations were used to evaluate the probability of target attainment (PTA) for efficacy and toxicity with the standard regimen and an alternative regimen of continuous infusion, where loading and maintenance doses were calculated from model-derived individual parameters. Twenty-two patients were included, with median (range) age, body weight, and eGFR of 19.5 (1–94) months, 8.7 (2–21) kg, and 116 (48–159) mL/min, respectively. Six patients received an additional dose in the CPB circuit. A two-compartment disposition model with an additional compartment for the CPB was developed, including weight-based allometric scaling and eGFR. For a 10 kg patient with eGFR of 120 mL/min/1.73 m2, clearance was estimated as 0.856 L/h. Simulations indicated that the standard dosing regimen fell short of achieving the efficacy target >40% of the time within a dosing duration and in patients with good renal function, PTA ranged from <20% to 70% for the smallest to the largest patients, respectively, at high MICs. In contrast, the alternative regimen consistently maintained target concentrations throughout the procedure for all patients while using a lower overall dose.

头孢唑啉是一种用于预防手术部位感染的抗生素。在进行心肺旁路(CPB)的心脏手术时,其疗效目标可能达不到。我们的目的是为儿童建立头孢唑啉的群体药代动力学模型,并优化预防性用药方案。本分析纳入了接受心脏手术 CPB 并按标准剂量(50 毫克/千克静脉注射,每 4-6 小时一次)接受头孢唑啉治疗的体重在 25 千克以下的儿童。采用群体药代动力学模型和蒙特卡罗模拟来评估标准方案和连续输注替代方案的疗效和毒性达标概率(PTA),其中负荷剂量和维持剂量是根据模型得出的个体参数计算得出的。共纳入 22 名患者,其年龄、体重和 eGFR 中位数(范围)分别为 19.5(1-94)个月、8.7(2-21)公斤和 116(48-159)毫升/分钟。六名患者在 CPB 循环中接受了额外剂量。我们建立了一个两室处置模型,其中 CPB 有一个附加室,包括基于体重的等比数列和 eGFR。对于 eGFR 为 120 mL/min/1.73 m2 的 10 kg 患者,清除率估计为 0.856 L/h。模拟结果表明,标准给药方案在给药持续时间内有 >40% 的时间达不到疗效目标,而在肾功能良好的患者中,PTA 的范围从 0.5 毫升/小时到 0.5 毫升/小时不等。
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引用次数: 0
Type 1 diabetes prevention clinical trial simulator: Case reports of model-informed drug development tool 1 型糖尿病预防临床试验模拟器:基于模型的药物开发工具案例报告。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-07-03 DOI: 10.1002/psp4.13193
Juan Francisco Morales, Marian Klose, Yannick Hoffert, Jagdeep T. Podichetty, Jackson Burton, Stephan Schmidt, Klaus Romero, Inish O'Doherty, Frank Martin, Martha Campbell-Thompson, Michael J. Haller, Mark A. Atkinson, Sarah Kim

Clinical trials seeking to delay or prevent the onset of type 1 diabetes (T1D) face a series of pragmatic challenges. Despite more than 100 years since the discovery of insulin, teplizumab remains the only FDA-approved therapy to delay progression from Stage 2 to Stage 3 T1D. To increase the efficiency of clinical trials seeking this goal, our project sought to inform T1D clinical trial designs by developing a disease progression model-based clinical trial simulation tool. Using individual-level data collected from the TrialNet Pathway to Prevention and The Environmental Determinants of Diabetes in the Young natural history studies, we previously developed a quantitative joint model to predict the time to T1D onset. We then applied trial-specific inclusion/exclusion criteria, sample sizes in treatment and placebo arms, trial duration, assessment interval, and dropout rate. We implemented a function for presumed drug effects. To increase the size of the population pool, we generated virtual populations using multivariate normal distribution and ctree machine learning algorithms. As an output, power was calculated, which summarizes the probability of success, showing a statistically significant difference in the time distribution until the T1D diagnosis between the two arms. Using this tool, power curves can also be generated through iterations. The web-based tool is publicly available: https://app.cop.ufl.edu/t1d/. Herein, we briefly describe the tool and provide instructions for simulating a planned clinical trial with two case studies. This tool will allow for improved clinical trial designs and accelerate efforts seeking to prevent or delay the onset of T1D.

旨在延缓或预防 1 型糖尿病(T1D)发病的临床试验面临着一系列实际挑战。尽管胰岛素的发现已有 100 多年的历史,但泰普利珠单抗仍是美国食品药品管理局批准的唯一一种可延缓 1 型糖尿病从 2 期发展到 3 期的疗法。为了提高寻求这一目标的临床试验的效率,我们的项目试图通过开发基于疾病进展模型的临床试验模拟工具,为 T1D 临床试验设计提供信息。利用从 "TrialNet Pathway to Prevention "和 "The Environmental Determinants of Diabetes in the Young "自然史研究中收集到的个体水平数据,我们之前开发了一个定量联合模型来预测 T1D 的发病时间。然后,我们应用了特定试验的纳入/排除标准、治疗组和安慰剂组的样本量、试验持续时间、评估间隔和辍学率。我们采用了假定药物效应函数。为了扩大样本库的规模,我们使用多元正态分布和 ctree 机器学习算法生成了虚拟样本。作为输出,我们计算了功率,它总结了成功的概率,显示出两组患者在确诊 T1D 之前的时间分布上存在显著的统计学差异。使用该工具,还可以通过迭代生成功率曲线。该网络工具已公开发布:https://app.cop.ufl.edu/t1d/。在此,我们将简要介绍该工具,并通过两个案例研究为模拟计划中的临床试验提供指导。该工具将有助于改进临床试验设计,加快预防或延缓 T1D 发病的进程。
{"title":"Type 1 diabetes prevention clinical trial simulator: Case reports of model-informed drug development tool","authors":"Juan Francisco Morales,&nbsp;Marian Klose,&nbsp;Yannick Hoffert,&nbsp;Jagdeep T. Podichetty,&nbsp;Jackson Burton,&nbsp;Stephan Schmidt,&nbsp;Klaus Romero,&nbsp;Inish O'Doherty,&nbsp;Frank Martin,&nbsp;Martha Campbell-Thompson,&nbsp;Michael J. Haller,&nbsp;Mark A. Atkinson,&nbsp;Sarah Kim","doi":"10.1002/psp4.13193","DOIUrl":"10.1002/psp4.13193","url":null,"abstract":"<p>Clinical trials seeking to delay or prevent the onset of type 1 diabetes (T1D) face a series of pragmatic challenges. Despite more than 100 years since the discovery of insulin, teplizumab remains the only FDA-approved therapy to delay progression from Stage 2 to Stage 3 T1D. To increase the efficiency of clinical trials seeking this goal, our project sought to inform T1D clinical trial designs by developing a disease progression model-based clinical trial simulation tool. Using individual-level data collected from the TrialNet Pathway to Prevention and The Environmental Determinants of Diabetes in the Young natural history studies, we previously developed a quantitative joint model to predict the time to T1D onset. We then applied trial-specific inclusion/exclusion criteria, sample sizes in treatment and placebo arms, trial duration, assessment interval, and dropout rate. We implemented a function for presumed drug effects. To increase the size of the population pool, we generated virtual populations using multivariate normal distribution and ctree machine learning algorithms. As an output, power was calculated, which summarizes the probability of success, showing a statistically significant difference in the time distribution until the T1D diagnosis between the two arms. Using this tool, power curves can also be generated through iterations. The web-based tool is publicly available: https://app.cop.ufl.edu/t1d/. Herein, we briefly describe the tool and provide instructions for simulating a planned clinical trial with two case studies. This tool will allow for improved clinical trial designs and accelerate efforts seeking to prevent or delay the onset of T1D.</p>","PeriodicalId":10774,"journal":{"name":"CPT: Pharmacometrics & Systems Pharmacology","volume":"13 8","pages":"1309-1316"},"PeriodicalIF":3.1,"publicationDate":"2024-07-03","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"https://onlinelibrary.wiley.com/doi/epdf/10.1002/psp4.13193","citationCount":null,"resultStr":null,"platform":"Semanticscholar","paperid":"141497365","PeriodicalName":null,"FirstCategoryId":null,"ListUrlMain":null,"RegionNum":3,"RegionCategory":"医学","ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":"OA","EPubDate":null,"PubModel":null,"JCR":null,"JCRName":null,"Score":null,"Total":0}
引用次数: 0
Correction to “Random control selection for conducting high-throughput adverse drug events screening using large-scale longitudinal health data” 对 "利用大规模纵向健康数据进行高通量药物不良事件筛查的随机对照选择 "的更正。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-06-27 DOI: 10.1002/psp4.13198

Chiang, C. W., Zhang, P., Donneyong, M., Chen, Y., Su, Y., & Li, L. (2021). Random control selection for conducting high-throughput adverse drug events screening using large-scale longitudinal health data. CPT: Pharmacometrics & Systems Pharmacology 10(9):1032-1042. https://doi.org/10.1002/psp4.12673

In the published version of this article, the co-first author's name Pengyue Zhang was misspelled as Penyue Zhang.

The published article has also been corrected to reflect this change.

We apologize for this error.

Chiang, C. W., Zhang, P., Donneyong, M., Chen, Y., Su, Y., & Li, L. (2021)。利用大规模纵向健康数据进行高通量药物不良事件筛查的随机对照选择。CPT:https://doi.org/10.1002/psp4.12673In 在本文已发表的版本中,共同第一作者的名字 Pengyue Zhang 错写成了 Penyue Zhang。已发表的文章也已更正,以反映这一改动。我们对这一错误表示歉意。
{"title":"Correction to “Random control selection for conducting high-throughput adverse drug events screening using large-scale longitudinal health data”","authors":"","doi":"10.1002/psp4.13198","DOIUrl":"10.1002/psp4.13198","url":null,"abstract":"<p>Chiang, C. W., Zhang, P., Donneyong, M., Chen, Y., Su, Y., &amp; Li, L. (2021). Random control selection for conducting high-throughput adverse drug events screening using large-scale longitudinal health data. <i>CPT: Pharmacometrics &amp; Systems Pharmacology</i> 10(9):1032-1042. https://doi.org/10.1002/psp4.12673</p><p>In the published version of this article, the co-first author's name Pengyue Zhang was misspelled as Penyue Zhang.</p><p>The published article has also been corrected to reflect this change.</p><p>We apologize for this error.</p>","PeriodicalId":10774,"journal":{"name":"CPT: Pharmacometrics & Systems Pharmacology","volume":"13 7","pages":"1280"},"PeriodicalIF":3.1,"publicationDate":"2024-06-27","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"https://onlinelibrary.wiley.com/doi/epdf/10.1002/psp4.13198","citationCount":null,"resultStr":null,"platform":"Semanticscholar","paperid":"141466777","PeriodicalName":null,"FirstCategoryId":null,"ListUrlMain":null,"RegionNum":3,"RegionCategory":"医学","ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":"OA","EPubDate":null,"PubModel":null,"JCR":null,"JCRName":null,"Score":null,"Total":0}
引用次数: 0
Full random effects models (FREM): A practical usage guide 全随机效应模型(FREM):实用使用指南。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-06-27 DOI: 10.1002/psp4.13190
E. Niclas Jonsson, Joakim Nyberg

The full random-effects model (FREM) is an innovative and relatively novel covariate modeling technique. It differs from other covariate modeling approaches in that it treats covariates as observations and captures their impact on model parameters using their covariances. These unique characteristics mean that FREM is insensitive to correlations between covariates and implicitly handles missing covariate data. In practice, this implies that covariates are less likely to be excluded from the modeling scope in light of the observed data. FREM has been shown to be a useful modeling method for small datasets, but its pre-specification properties make it a very compelling modeling choice for late-stage phases of drug development. The present tutorial aims to explain what FREM models are and how they can be used in practice.

全随机效应模型(FREM)是一种创新的、相对新颖的协变量建模技术。它与其他协变量建模方法的不同之处在于,它将协变量视为观测值,并利用协变量的协方差来捕捉它们对模型参数的影响。这些独特的特点意味着 FREM 对协变量之间的相关性不敏感,并能隐含地处理缺失的协变量数据。在实践中,这意味着根据观察到的数据,不太可能将协变量排除在建模范围之外。FREM 已被证明是一种适用于小型数据集的建模方法,但其预先指定的特性使其成为药物开发后期阶段非常有吸引力的建模选择。本教程旨在解释什么是 FREM 模型以及如何将其用于实践。
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引用次数: 0
Combining data on the bioavailability of midazolam and physiologically-based pharmacokinetic modeling to investigate intestinal CYP3A4 ontogeny 结合咪达唑仑的生物利用度数据和基于生理学的药代动力学模型,研究肠道 CYP3A4 的本能。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-06-26 DOI: 10.1002/psp4.13192
Trevor N. Johnson, Hannah K. Batchelor, Jan Goelen, Richard D. Horniblow, Jean Dinh

Pediatric physiologically-based modeling in drug development has grown in the past decade and optimizing the underlying systems parameters is important in relation to overall performance. In this study, variation of clinical oral bioavailability of midazolam as a function of age is used to assess the underlying ontogeny models for intestinal CYP3A4. Data on midazolam bioavailability in adults and children and different ontogeny patterns for intestinal CYP3A4 were first collected from the literature. A pediatric PBPK model was then used to assess six different ontogeny models in predicting bioavailability from preterm neonates to adults. The average fold error ranged from 0.7 to 1.38, with the rank order of least to most biased model being No Ontogeny < Upreti = Johnson < Goelen < Chen < Kiss. The absolute average fold error ranged from 1.17 to 1.64 with the rank order of most to least precise being Johnson > Upreti > No Ontogeny > Goelen > Kiss > Chen. The optimal ontogeny model is difficult to discern when considering the possible influence of CYP3A5 and other population variability; however, this study suggests that from term neonates and older a faster onset Johnson model with a lower fraction at birth may be close to this. For inclusion in other PBPK models, independent verification will be needed to confirm these results. Further research is needed in this area both in terms of age-related changes in midazolam and similar drug bioavailability and intestinal CYP3A4 ontogeny.

在过去十年中,药物开发中基于儿科生理的建模不断发展,优化基础系统参数对整体性能非常重要。本研究利用咪达唑仑临床口服生物利用度随年龄的变化来评估肠道 CYP3A4 的基础本体模型。首先从文献中收集了成人和儿童的咪达唑仑生物利用度数据以及肠道 CYP3A4 的不同本体模式。然后使用儿科 PBPK 模型评估了六种不同的本体模式在预测从早产新生儿到成人的生物利用度方面的效果。平均折叠误差从 0.7 到 1.38 不等,从偏差最小到偏差最大的模型排名依次为无本体Upreti > 无本体 > Goelen > Kiss > Chen。考虑到 CYP3A5 和其他人群变异的可能影响,最佳本体模型很难确定;不过,本研究表明,从足月儿和更大年龄的新生儿来看,发病较快的 Johnson 模型与出生时较低的分数可能接近。要将这些结果纳入其他 PBPK 模型,还需要进行独立验证。在这一领域还需要进一步研究与年龄相关的咪达唑仑和类似药物生物利用度的变化以及肠道 CYP3A4 的发育过程。
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引用次数: 0
Impact of obesity and roux-en-Y gastric bypass on the pharmacokinetics of (R)- and (S)-omeprazole and intragastric pH 肥胖和roux-en-Y胃旁路术对(R)-和(S)-奥美拉唑的药代动力学和胃内pH值的影响。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-06-24 DOI: 10.1002/psp4.13189
Leandro F. Pippa, Valvanera Vozmediano, Lieke Mitrov-Winkelmolen, Daan Touw, Amira Soliman, Rodrigo Cristofoletti, Wilson Salgado Junior, Natalia Valadares de Moraes

This study employed physiologically-based pharmacokinetic–pharmacodynamics (PBPK/PD) modeling to predict the effect of obesity and gastric bypass surgery on the pharmacokinetics and intragastric pH following omeprazole treatment. The simulated plasma concentrations closely matched the observed data from non-obese, morbidly obese, and post-gastric bypass populations. Obesity significantly reduces CYP3A4 and CYP2C19 activities, as reflected by the metabolic ratio [omeprazole sulphone]/[omeprazole] and [5-hydroxy-omeprazole]/[omeprazole]. The morbidly obese model accounted for the down-regulation of CYP2C19 and CYP3A4 to recapitulate the observed data. Sensitivity analysis showed that intestinal CYP3A4, gastric pH, small intestine bypass, and the delay in bile release do not have a major influence on omeprazole exposure. Hepatic CYP3A4 had a significant impact on the AUC of (S)-omeprazole, while hepatic CYP2C19 affected both (R)- and (S)-omeprazole AUC. After gastric bypass surgery, the activity of CYP3A4 and CYP2C19 is restored. The PBPK model was linked to a mechanism-based PD model to assess the effect of omeprazole on intragastric pH. Following 40 mg omeprazole, the mean intragastric pH was 4.3, 4.6, and 6.6 in non-obese, obese, and post-gastric bypass populations, and the daily time with pH >4 was 14.7, 16.4, and 24 h. Our PBPK/PD approach provides a comprehensive understating of the impact of obesity and weight loss on CYP3A4 and CYP2C19 activity and omeprazole pharmacokinetics. Given that simulated intragastric pH is relatively high in post-RYGB patients, irrespective of the dose of omeprazole, additional clinical outcomes are imperative to assess the effect of proton pump inhibitor in preventing marginal ulcers in this population.

本研究采用基于生理学的药代动力学-药效动力学(PBPK/PD)模型来预测肥胖和胃旁路手术对奥美拉唑治疗后的药代动力学和胃内pH值的影响。模拟血浆浓度与非肥胖、病态肥胖和胃旁路术后人群的观察数据非常吻合。肥胖明显降低了 CYP3A4 和 CYP2C19 的活性,这从代谢比率[奥美拉唑砜]/[奥美拉唑]和[5-羟基-奥美拉唑]/[奥美拉唑]可以看出。病态肥胖模型考虑了 CYP2C19 和 CYP3A4 的下调,以再现观察到的数据。敏感性分析表明,肠道 CYP3A4、胃 pH 值、小肠旁路和胆汁释放延迟对奥美拉唑的暴露量影响不大。肝脏 CYP3A4 对(S)-奥美拉唑的 AUC 有显著影响,而肝脏 CYP2C19 对(R)-和(S)-奥美拉唑的 AUC 都有影响。胃旁路手术后,CYP3A4 和 CYP2C19 的活性得到恢复。PBPK 模型与基于机制的 PD 模型相连,以评估奥美拉唑对胃内 pH 值的影响。服用 40 毫克奥美拉唑后,非肥胖、肥胖和胃旁路术后人群的平均胃内 pH 值分别为 4.3、4.6 和 6.6,每天 pH 值大于 4 的时间分别为 14.7、16.4 和 24 小时。鉴于无论奥美拉唑的剂量如何,RYGB 术后患者的模拟胃内 pH 值都相对较高,因此必须提供更多的临床结果,以评估质子泵抑制剂在预防该人群边缘性溃疡方面的效果。
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引用次数: 0
Population pharmacokinetics of valproic acid in children with epilepsy: Implications for dose tailoring when switching from oral syrup to sustained-release tablets 癫痫儿童丙戊酸的群体药代动力学:从口服糖浆转为缓释片时剂量调整的意义。
IF 3.1 3区 医学 Q2 PHARMACOLOGY & PHARMACY Pub Date : 2024-06-24 DOI: 10.1002/psp4.13191
Wei-Jun Wang, Yue Li, Ya-Hui Hu, Jie Wang, Yuan-Yuan Zhang, Lin Fan, Hao-Ran Dai, Hong-Li Guo, Xuan-Sheng Ding, Feng Chen

Significant pharmacokinetic (PK) differences exist between different forms of valproic acid (VPA), such as syrup and sustained-release (SR) tablets. This study aimed to develop a population pharmacokinetic (PopPK) model for VPA in children with epilepsy and offer dose adjustment recommendation for switching dosage forms as needed. The study collected 1411 VPA steady-state trough concentrations (Ctrough) from 617 children with epilepsy. Using NONMEM software, a PopPK model was developed, employing a stepwise approach to identify possible variables such as demographic information and concomitant medications. The final model underwent internal and external evaluation via graphical and statistical methods. Moreover, Monte Carlo simulations were used to generate a dose tailoring strategy for typical patients weighting 20–50 kg. As a result, the PK characteristics of VPA were described using a one-compartment model with first-order absorption. The absorption rate constant (ka) was set at 2.64 and 0.46 h−1 for syrup and SR tablets. Body weight and sex were identified as significant factors affecting VPA's pharmacokinetics. The final PopPK model demonstrated acceptable prediction performance and stability during internal and external evaluation. For children taking syrup, a daily dose of 25 mg/kg resulted in the highest probability of achieving the desired target Ctrough, while a dose of 20 mg/kg/day was appropriate for those taking SR tablets. In conclusion, we established a PopPK model for VPA in children with epilepsy to tailor VPA dosage when switching between syrup and SR tablets, aiming to improve plasma VPA concentrations fluctuations.

不同剂型的丙戊酸(VPA)(如糖浆和缓释片)之间存在着显著的药代动力学(PK)差异。本研究旨在为癫痫儿童中的 VPA 建立一个群体药代动力学(PopPK)模型,并根据需要为转换剂型提供剂量调整建议。研究收集了 617 名癫痫患儿的 1411 个 VPA 稳态谷浓度(Ctrough)。研究人员使用 NONMEM 软件开发了一个 PopPK 模型,并采用逐步法确定了人口统计学信息和伴随用药等可能的变量。最终模型通过图形和统计方法进行了内部和外部评估。此外,还使用蒙特卡洛模拟法为体重在 20-50 公斤的典型患者制定了剂量调整策略。因此,VPA 的 PK 特性是用一阶吸收的单室模型来描述的。糖浆和 SR 片剂的吸收速率常数 (ka) 分别定为 2.64 和 0.46 h-1。体重和性别是影响 VPA 药代动力学的重要因素。最终的 PopPK 模型在内部和外部评估中表现出了可接受的预测性能和稳定性。对于服用糖浆的儿童来说,每天 25 毫克/千克的剂量最有可能达到预期的目标 Ctrough,而对于服用 SR 片剂的儿童来说,每天 20 毫克/千克的剂量是合适的。总之,我们建立了癫痫患儿VPA的PopPK模型,以便在糖浆和SR片剂之间切换时调整VPA剂量,从而改善血浆VPA浓度波动。
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CPT: Pharmacometrics & Systems Pharmacology
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